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11-25-2015 , 04:39 PM
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
1/52
A strange question of values.
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A strange question of values.
11-25-2015 , 04:47 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
11-25-2015 , 04:49 PM
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
How do you know that all the listed cards are on your counter?

The chance of this is almost zero.
11-25-2015 , 04:54 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
This was nonresponsive.

Are the 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah all of the cards that exist in a standard playing card deck?

Is there a 100% chance or a 1/52 chance or neither that the card my hand is on one of the following?: 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
11-25-2015 , 04:58 PM
Quote:
Originally Posted by Lego05
This was nonresponsive.

Are the 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah all of the cards that exist in a standard playing card deck?

Is there a 100% chance or a 1/52 chance or neither that the card my hand is on one of the following?: 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
yes and 1/52 not 100%
11-25-2015 , 04:58 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
This was nonresponsive.

Are the 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah all of the cards that exist in a standard playing card deck?

Is there a 100% chance or a 1/52 chance or neither that the card my hand is on one of the following?: 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes and 1/52 not 100%

Is the card my hand is on a card?
11-25-2015 , 04:59 PM
delete
11-25-2015 , 05:01 PM
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
11-25-2015 , 05:05 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
11-25-2015 , 05:06 PM
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
yes
11-25-2015 , 05:08 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
11-25-2015 , 05:10 PM
Quote:
Originally Posted by Lego05
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
1/52
11-25-2015 , 05:12 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes
Quote:
Originally Posted by Lego05
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52

What are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah, 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h
11-25-2015 , 05:13 PM
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah, 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h
1/52
11-25-2015 , 05:15 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes
Quote:
Originally Posted by Lego05
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah, 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h
Quote:
Originally Posted by pkdk
1/52
What are the chances that the card my hand is on is one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
11-25-2015 , 05:18 PM
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Why am I thinking you are trolling? you keep repeating and repeating, the same thing, it is 1/52. I think you know what 1/52 is , I know I know what 1/52 , can we move on to your point ?
11-25-2015 , 05:35 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes
Quote:
Originally Posted by Lego05
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah, 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Why am I thinking you are trolling? you keep repeating and repeating, the same thing, it is 1/52. I think you know what 1/52 is , I know I know what 1/52 , can we move on to your point ?
Before you said 52/52:

http://forumserver.twoplustwo.com/sh...&postcount=135

Which is it?
11-25-2015 , 05:41 PM
Quote:
Originally Posted by Lego05
Before you said 52/52:

http://forumserver.twoplustwo.com/sh...&postcount=135

Which is it?
The question has Syntactic ambiguity sorry, I am looking at it in two ways.

you asked the same question again?


If I answered it , you are obviously trolling me with the repeats?
11-25-2015 , 05:48 PM
Quote:
Originally Posted by Lego05
[redacted text]

Let's please try to go through an example in a few steps through few posts starting with Step One below so that I can try to learn where I'm doing something wrong (it would be nice to see you answer the questions in post #72 to try to help me figure this out also):


STEP ONE:

We have 52 standard playing card decks.

- We randomly draw one card from deck 1 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 2 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 3 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 4 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 5 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 6 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 7 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 8 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 9 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 10 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 11 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 12 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 13 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 14 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 15 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 16 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 17 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 18 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 19 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 20 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 21 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 22 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 23 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 24 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 25 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 26 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 27 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 28 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 29 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 30 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 31 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 32 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 33 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 34 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 35 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 36 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 37 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 38 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 39 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 40 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 41 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 42 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 43 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 44 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 45 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 46 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 47 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 48 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 49 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 51 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?

- We randomly draw one card from deck 52 and put such card on the kitchen table. What are the chances that this card is each particular card in a standard playing card deck?
Quote:
Originally Posted by pkdk
In reply to your scenario,


draw any card from any of the 52 sets/decks of cards, place it on your kitchen counter. the cards by the golden ratio has a 1:52 chance to be any card,

repeat this for another 51 times, each time you draw , each card has the same chance to be any card, the golden constant of 1:52

[redacted text]
Quote:
Originally Posted by Lego05
One example at a time and one step in such example at a time please or else I am liable to get confused.

So are you saying that the answer to all of my questions in the above quote is "1/52"?
Quote:
Originally Posted by pkdk
[redacted text]

Yes

[redacted text]
Quote:
Originally Posted by Lego05
Ok.

So, to clarify: We now have 52 cards on the kitchen table and each of such 52 cards has a 1/52 chance of being any card that would be found in a standard playing card deck. Am I correct?
Quote:
Originally Posted by pkdk
yes

[redacted text]

Quote:
Originally Posted by Lego05
Cool ... I am following so far.


I put my hand on one of the cards on the kitchen table. What are the chances such card is the Ac?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmm ... ok.

What are the chances such card is the Ad?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Uhh, ok. I might have to think about this more later but let us move on for now.

What are the chances such card is the As?
Quote:
Originally Posted by pkdk
also 1/52,
Quote:
Originally Posted by Lego05
Aha, I was expecting that this time. And I think I know the next one now, but:

What are the chances such card is the Ah?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Gotcha. So I think I follow. And now I know the chances of such card being an A of any of the possible suits individually.

But what are the chances of such card being an A of any suit?
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Hmmmm .... really? Maybe this is where I start to go wrong.

So it is 1/52 to be the Ac; 1/52 to be the Ad; 1/52 to be the As; 1/52 to be the Ah and 1/52 to be any of the Ac, Ad, As or Ah?

I don't understand.

It seems like if each of the Ah, As, Ad and Ac has a 1/52 chance, then the chance of it being any one of them should be somewhat more than 1/52.
Quote:
Originally Posted by pkdk
I am not sure I understood your question then, place your hand over any card it has a 1/52 chance to be any card, the chance of any card being an ace is 1/52, the chance of a card being the Ah is 1/52, the chance of the next card also being the Ah is 1/52, does this help?


Quote:
Originally Posted by Lego05
No, I'm afraid I'm not quite following. So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?
Quote:
Originally Posted by pkdk
[redacted text]

Quote:
Originally Posted by Lego05
Please do not skip ahead; it will only confuse me more. I promise I will get further along, but for now I am only here:


So you are saying (let me know if the below is true) that:

- The chance such card is the Ah is 1/52?;

- The chance such card is the Ad is 1/52?;

- The chance such card is the Ac is 1/52?;

- The chance such card is the As is 1/52; and

- The chance such card is the Ah or the Ad or the As or the Ac is 1/52? So such card is just as likely to be the Ad as it is to be any of the Ad, As, Ac or Ah?


Please let us deal with this first and get me to understand it before we move on.
Quote:
Originally Posted by pkdk
Ok sorry for my impatience.

Yes that all true.

Quote:
Originally Posted by Lego05
I see, I see. I'm afraid I am just not understanding. This must be the part (or at least one part) where I get messed up.

I don't understand how a card can have a 1/52 chance of being each of four different cards (i.e. the Ac, Ad, As and Ah) and at the same time have only a 1/52 chance of being any of the same four cards. It seems like if the card has a greater than 0 chance of being each of four cards, then it should have a greater chance of being any of the four than it has of being a particular one of the four. But you say this isn't true.

It almost seems like the chances of the card being the Ac, the Ad, the As and the Ah should almost like add together or something to get the chance of the card being any one of them.


If you could post an explanation for why there is a 1/52 chance of such card being any of the four cards mentioned above (i.e. the Ac, Ad, As or Ah), maybe that would be helpful.


If I can't wrap my head around this soon, I may have to think about this for a while before continuing.
Quote:
Originally Posted by pkdk
[redacted text] Does this help you understand?

Quote:
Originally Posted by Lego05
Unfortunately no because it isn't what I asked about.


Let me back up a second.

The card I have my hand on. What is the chance that it is any one of the below listed cards (not one of such cards in particular but just any one of them)?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
Do there exist any cards other than the below listed cards in a standard fifty-two card playing card deck?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
No, that looks like a full set to me.
Quote:
Originally Posted by Lego05
If that is all of the cards that exist, then doesn't the card my hand is on have to be one of them?
Quote:
Originally Posted by pkdk
yes of course any 1 of 52
Quote:
Originally Posted by Lego05
So the card my hand is on is definitely one of the below listed cards? Yes or no?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Providing you took the jokers out, yes the card under your hand has to be one of the cards in the list,

Yes
Quote:
Originally Posted by Lego05
The jokers and any instructional cards have been discarded and will not figure into any of our conversation.

So your answer is "yes".

So then, what are the chances that the card my hand is on is any of the below listed cards?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by Lego05
Hmmmm, how can we say that the card my hand is on must definitely be one of the below listed cards, but that there is only a 1/52 chance that it is one of the below listed cards? If it must definitely be one of the below listed cards, then shouldn't the chance of it being one of the below listed cards be 100%?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
[redacted text]
Quote:
Originally Posted by Lego05
Is the card my hand is on a card?
Quote:
Originally Posted by pkdk
Yes of course its a card , the card is going to be 100% ,one of 52 cards,

I think I misunderstood what you asked sorry
Quote:
Originally Posted by Lego05
Ok. So do we now agree that the card my hand is on has a 1/52 chance to be any particular one of the below listed cards, but has a 100%, or 52/52 chance, to be one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
yes
Quote:
Originally Posted by Lego05
And do we still agree that the card my hand is on has a 1/52 chance of being the Ac, a 1/52 chance of being the Ad, a 1/52 chance of being the Ah and a 1/52 chance of being the As?

If so, what are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is any one of the below listed cards without regard to which one?

Ac, As, Ad, Ah, 2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h
Quote:
Originally Posted by pkdk
1/52
Quote:
Originally Posted by Lego05
What are the chances that the card my hand is on is one of the below listed cards without regard to which one?

2c, 2s, 2d, 2h, 3c, 3s, 3d, 3h, 4c, 4s, 4d, 4h, 5c, 5s, 5d, 5h, 6c, 6s, 6d, 6h, 7c, 7s, 7d, 7h, 8c, 8s, 8d, 8h, 9c, 9s, 9d, 9h, Tc, Ts, Td, Th, Jc, Js, Jd, Jh, Qc, Qs, Qd, Qh, Kc, Ks, Kd, Kh, Ac, As, Ad, Ah
Quote:
Originally Posted by pkdk
Why am I thinking you are trolling? you keep repeating and repeating, the same thing, it is 1/52. I think you know what 1/52 is , I know I know what 1/52 , can we move on to your point ?
Quote:
Originally Posted by Lego05
Before you said 52/52:

http://forumserver.twoplustwo.com/sh...&postcount=135

Which is it?
Quote:
Originally Posted by pkdk
The question has Syntactic ambiguity sorry, I am looking at it in two ways.

you asked the same question again?


If I answered it , you are obviously trolling me with the repeats?

You answering the same question differently makes it confusing.


What are the chances of the card my hand is on being one of the below cards without regard to which particular one? The answer that you gave to this question when all of the cards in a standard playing card deck were listed below was 100% or 52/52.

Ac, Ad, As, Ah


Be aware that: I am NOT asking you for the chance that the card my hand is on is the Ac. I am NOT asking you for the chance that the card my hand is on is the Ad. I am NOT asking you for the chance that the card my hand is on is the As. I am NOT asking you for the chance that the card my hand is on is the Ah. I believe we have already agreed that the answer to all four of these questions is 1/52.


I have tried to clarify the question as much as I can and I think it should be understandable.
11-25-2015 , 05:51 PM
Quote:
Originally Posted by Lego05
You answering the same question differently makes it confusing.


What are the chances of the card my hand is on being one of the below cards without regard to which particular one? The answer that you gave to this question when all of the cards in a standard playing card deck were listed below was 100% or 52/52.

Ac, Ad, As, Ah


Be aware that: I am NOT asking you for the chance that the card my hand is on is the Ac. I am NOT asking you for the chance that the card my hand is on is the Ad. I am NOT asking you for the chance that the card my hand is on is the As. I am NOT asking you for the chance that the card my hand is on is the Ah. I believe we have already agreed that the answer to all four of these questions is 1/52.


I have tried to clarify the question as much as I can and I think it should be understandable.
Yes and I answered 100%, then you asked again so I thought you was asking something different, I answered that once,, the chance the card is a card is 100%, I think that bit is more than obvious.
11-25-2015 , 05:52 PM
What are the chances of the card my hand is on being one of the below cards without regard to which particular one? The answer that you gave to this question when all of the cards in a standard playing card deck were listed below was 100% or 52/52.

Ac, Ad, As, Ah


Be aware that: I am NOT asking you for the chance that the card my hand is on is the Ac. I am NOT asking you for the chance that the card my hand is on is the Ad. I am NOT asking you for the chance that the card my hand is on is the As. I am NOT asking you for the chance that the card my hand is on is the Ah. I believe we have already agreed that the answer to all four of these questions is 1/52.


I have tried to clarify the question as much as I can and I think it should be understandable.
11-25-2015 , 05:58 PM
Quote:
Originally Posted by Lego05
What are the chances of the card my hand is on being one of the below cards without regard to which particular one? The answer that you gave to this question when all of the cards in a standard playing card deck were listed below was 100% or 52/52.

Ac, Ad, As, Ah


Be aware that: I am NOT asking you for the chance that the card my hand is on is the Ac. I am NOT asking you for the chance that the card my hand is on is the Ad. I am NOT asking you for the chance that the card my hand is on is the As. I am NOT asking you for the chance that the card my hand is on is the Ah. I believe we have already agreed that the answer to all four of these questions is 1/52.


I have tried to clarify the question as much as I can and I think it should be understandable.
yes 1/52 for any ace . why ask again if we already agreed.
11-25-2015 , 06:02 PM
Quote:
Originally Posted by pkdk
yes 1/52 for any ace . why ask again if we already agreed.
Is the card my hand is on more likely, less likely or have exactly the same chance to be the Ad as to be any A.
11-25-2015 , 06:05 PM
Quote:
Originally Posted by Lego05
Is the card my hand is on more likely, less likely or have exactly the same chance to be the Ad as to be any A.
the exact same chance
11-25-2015 , 06:10 PM
Quote:
Originally Posted by pkdk
the exact same chance
Really?

So there is a 1/52 chance the card is the Ad; a 1/52 chance that the card is the As; a 1/52 chance the card is the Ah; and a 1/52 chance the card is the Ac. So there is an equal and greater than 0 chance that the card is each of these four cards.

And

the chances that the card is:

- the Ad, Ac, Ah or As

is the same as the chances that the card is

- the Ad


???
A strange question of values.
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