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Rachel Maddow Shows Stupidity Rachel Maddow Shows Stupidity

07-28-2015 , 09:38 AM
Her mistake is nothing compared to legitimately believing Kasich versus Kerry actually has a chance.
07-28-2015 , 09:49 AM
Quote:
Originally Posted by David Sklansky
Again, she went to great lengths to make a chart.
lol at you if you think she made a chart that appeared on her show. lol at you if you think any TV host creates any graphics that appear on their show
07-28-2015 , 10:02 AM
Quote:
Originally Posted by Low Key
lol at you if you think she made a chart that appeared on her show. lol at you if you think any TV host creates any graphics that appear on their show
Nuh uh. She also writes all of her own jokes and runs the camera as well.
07-28-2015 , 10:06 AM
Quote:
Originally Posted by David Sklansky
She thinks that those who are polling at 4% might actually be at 1% or 7%.
Quote:
Originally Posted by David Sklansky
Cliff notes is that she claimed that a candidate way out of the top 10 with perhaps 1% could actually easily be ahead of some ranked eighth or so with 5% because the poll had a "margin of error" of 3%.
Was the issue that she couldn't do basic arithmetic (as said in the second quote), or that she made a statistical error due to the 3% MOE not applying to someone who is polling at 4%? I know basically nothing about polling, however I've done enough stats and math to feel bad that I don't see what's wrong with the first sentence I quoted.
07-28-2015 , 10:24 AM
Quote:
Originally Posted by SmokeyJ
I've done enough stats and math to feel bad that I don't see what's wrong with the first sentence I quoted.
Old man yells at Gaussian distribution.jpg
07-28-2015 , 10:26 AM
Don't be hard on him. Even black kids get more sex than math nerds. That wears a man down.
07-28-2015 , 10:32 AM
The number of choices in the field makes the maths bad right? Assuming all the moe would go from one candidate to another? I suck at math be gentle.
07-28-2015 , 10:34 AM
Quote:
Originally Posted by Trolly McTrollson
Standard deviation, how does it work?
To determine how many standard deviations below the mean, add up all the negative squared deviations to get the negative variance, and then take the square root. That's what I learned from the "Poker Is Rigged" thread.
07-28-2015 , 10:41 AM
Quote:
Originally Posted by Jbrochu
Don't be hard on him. Even black kids get more sex than math nerds. That wears a man down.
You seem pretty mad at David

Quote:
Originally Posted by Trolly McTrollson
Old man yells at Gaussian distribution.jpg
Ha. The confidence interval stays the same when approaching a boundary, you just apply it as normal and remove illegal ranges, right? I assume the problem here is the other participants in the race, I just realised that every stats problem I've done is very different from this kind of situation.
07-28-2015 , 10:47 AM
Looks more like ignorance than stupidity to me.

Man publicly calls woman stupid for making an error in math. Now that's showing stupidity.
07-28-2015 , 10:50 AM
4% with a standard deviation of 1% is going to mostly look Gaussian. There's probably some alternative distribution that would be strictly correct, but if you just edit out illegal ranges, it's a reasonable approximation. I'm not even sure if that's what Dave is yelling about.
07-28-2015 , 10:57 AM
"A lesbian read a cue card that may not have been perfectly cromulent," seems to be the point of this thread.
07-28-2015 , 11:09 AM
Quote:
Originally Posted by Low Key
"A lesbian read a cue card that may not have been perfectly cromulent," seems to be the point of this thread.

Loki assuming that a Rhodes scholar just reads cue cards. Nice.
07-28-2015 , 11:28 AM
"The margin of error is usually defined as the "radius" (or half the width) of a confidence interval for a particular statistic from a survey. One example is the percent of people who prefer product A versus product B. When a single, global margin of error is reported for a survey, it refers to the maximum margin of error for all reported percentages using the full sample from the survey. If the statistic is a percentage, this maximum margin of error can be calculated as the radius of the confidence interval for a reported percentage of 50%." -Wiki
07-28-2015 , 11:37 AM
Quote:
Originally Posted by Lilu7
"The margin of error is usually defined as the "radius" (or half the width) of a confidence interval for a particular statistic from a survey. One example is the percent of people who prefer product A versus product B. When a single, global margin of error is reported for a survey, it refers to the maximum margin of error for all reported percentages using the full sample from the survey. If the statistic is a percentage, this maximum margin of error can be calculated as the radius of the confidence interval for a reported percentage of 50%." -Wiki
Someone already provided a link.

"When a single, global margin of error is reported for a survey, it refers to the maximum margin of error for all reported percentages using the full sample from the survey."

https://en.m.wikipedia.org/wiki/Margin_of_error


Basically, you can't apply the full margin of error to every proportion reported.

Pretty sure this is what he's upset about. Or else it's something that flew over my head.


Edit: you ninja edited your post so my response doesn't make sense.
07-28-2015 , 11:42 AM
Hahahaha i knew i was going to get ripped a new one so i did some hmwk and edited
07-28-2015 , 11:44 AM
Quote:
Originally Posted by David Sklansky
Basically you take the square root of the number of people who selected the longshot candidate. So if 40 out of 1000 pick Christie two standard deviations is about 13 or 1.3%
Is this a shorthand method for estimating the standard error?

When I calculate 2 standard errors based on your numbers (40 out of 1000) it comes up as 1.24% -- so I assume that's what you're estimating?
07-28-2015 , 11:52 AM
Quote:
Originally Posted by seattlelou
The number of choices in the field makes the maths bad right? Assuming all the moe would go from one candidate to another? I suck at math be gentle.
This is pertinent?
Quote:
When comparing percentages, it can accordingly be useful to consider the probability that one percentage is higher than another.[12] In simple situations, this probability can be derived with 1) the standard error calculation introduced earlier, 2) the formula for the variance of the difference of two random variables, and 3) an assumption that if anyone does not choose Kerry they will choose Bush, and vice versa; they are perfectly negatively correlated. This may not be a tenable assumption when there are more than two possible poll responses. For more complex survey designs, different formulas for calculating the standard error of difference must be used.
07-28-2015 , 11:57 AM
Is it right that each candidate % has a distribution that, given enough space and a decent sample size, looks roughly normal? Is the MOE calculated to apply to every candidate provided said normal distribution?

There's gotta be an smp joke in here

Last edited by SmokeyQ123; 07-28-2015 at 12:05 PM.
07-28-2015 , 12:06 PM
One of you mathies should calculated the probability that a candidate polling at 2 percent could be ahead of a 4 percent candidate in an 18 person poll with a 3 percent MOE. It feels remote to me but I have faith in you number bunnies to provide an answer.
07-28-2015 , 12:10 PM
This is why we shouldn't chase away all the nerds and racists...
07-28-2015 , 12:20 PM
Quote:
Originally Posted by seattlelou
One of you mathies should calculated the probability that a candidate polling at 2 percent could be ahead of a 4 percent candidate in an 18 person poll with a 3 percent MOE. It feels remote to me but I have faith in you number bunnies to provide an answer.
If the MOE is +/-3%, there's about a 2.5% chance that the two percent guy is actually at >5% I think. I'd need to math it out a bit to get >4%.
07-28-2015 , 12:21 PM
Quote:
Originally Posted by adios
Haha maybe she knew she was making an illogical/ignorant argument but she knew her audience was gullible enough to accept it.
Pretty standard for most of what comes out of her mouth...

I listen to her podcast every single day in the hopes of winning a cocktail shaker one of these weeks. But the fact that she bends the damn truth so much or falls into this rut where for 2 weeks straight the only god damn thing she talks about is bridgegate while the world is falling apart....Jesus it's life tilting..

But last week the winner of the weekly quiz got the bacon rub and the cocktail shaker....I shall win the cocktail shaker
07-28-2015 , 12:23 PM
How many 5 year old kids with chainsaws do you need in order to chop the 18 people in the poll into enough pieces in order for one candidate to be polling at 2%?
07-28-2015 , 12:23 PM
Quote:
Originally Posted by seattlelou
Loki assuming that a Rhodes scholar just reads cue cards. Nice.
Uhm, everyone who gives daily performances on TV is reading from cue cards. Even if they wrote the cards themselves and know what they're talking about down cold, it's still going to be easier to read from a card.

      
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