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Simple question I think Simple question I think

03-10-2017 , 08:00 PM
You draw two cards and neither is an ace. Your friend is feeling generous and let's you draw 10 more. Still no ace. You know there are 40 cards left, 4 of which are aces.

If your friend now draws 2 cards, what's the probability she gets exactly 1 ace?
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03-10-2017 , 10:23 PM
P(ace) x P(not ace) = (4/40) x (36/39) = 9.23%
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03-11-2017 , 02:38 AM
Quote:
Originally Posted by snark
P(ace) x P(not ace) = (4/40) x (36/39) = 9.23%
You have to double that. The above is the probability to draw an Ace and a non-Ace in that specific order. You have to consider the opposite order also.

- Two non-Ace cards: C(36,2)/C(40,2) = 0.807692308
- One Ace and one non Ace: C(4,1)*C(35,2)/C(40,2) = 0.184615385
- Two Aces: C(4,2)/C(40,2) = 0.007692308
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