http://www.pimp-your-poker.com/poker-chips-box/
STAT Q 10 points Fasy Simple answer?
A box continas 2 white 2 blue and red poker CIPS, two chosend and their colors listed randomly note 2 The following events a. Both chips are the same color b. Both chips are red c.at at least one chip is red find P (B / A) P (B / A (it is a little like a Degree C mark on A)) P (B / C) P (A / C) P (C / A (it is a little sing like a c dgress A) plz tell cuz i dont understand
P (B | A) means you said that both chips are the same color, so what is the probability that the red pair? Since ⅓ are 3 pairs of chips, the probability that the red Pair. I assume (I can not be sure) that a product is not 'A', so that PB | A) is the probability that both chips are given that they are both not the same color red. (When the chips are not both the same color, then there is no chance that they are both red So the probability P Zero (B |.. C) is the probability that both chips, where red is red at least one of them. If one of them is red, there are five more chips that could be the second, and only one of them is red. So the likelihood is that both red 1 / 5 P (A | C) is the probability that both chips, where the same color, that at least one chip are red. This is exactly the same as the last problem, as there is only one of the other five that make both chips of the same color. The probability is again at 1.5 P. (C | A) This is, given the likelihood that at least one chip is red, that they like their color not both. There are 6 chips for the first election, and 5-chips for choose the second, there are 6 x 5 = 30 different ways in which the two chips could be drawn. However, there are two chips of each color, which probably identical, this means that the number of options to choose two, the outcome is different to 30 / 2 = 15 different species. The probability that the first chip is marked red 2 / 6, and the probability that the second chip is not red is 4 / 5, so that the probability of a red chip in this way (6.2) x (5.4) = 8 / 30. But you could) draw a non-red chip first (probability 6.4 5), drawn followed by a red chip as the second (probability 2 . So the probability that only one red in this way = (6.4) x (5.2) = 8.30 again. The total probability, just a red chip, it is therefore, 30.08 + 08.30 = 16/30 or 8 / 15. And if we are told that they are not the same color, it can only be a red one. So P (C | A) = 15.08.
Blind Sight by Kreis Magic
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