Probability

in this why cant we do that n(White in A)/n(white)
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8 Replies
Gamertug
GamertugOP2w ago
the shortcut of bayes theorem , or the meaning one
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SirLancelotDuLac
You have to use bayes' here are probability of choosing a ball from bag A is greater than choosing a ball from bag B. n(white in A)/n(white) would imply that the probability of each white ball being picked up is same which is not the case.
Dexter
Dexter2w ago
Bayes theorem why this both are 1/2 na? Oohhhh got it Its the order P(B/A) hai ye not P(A/B) conditions are reversed
SirLancelotDuLac
In the sense that agar you put all the balls in one bag and pick one at random, the prob that ball was from B is less than it prob of it being in A
Gamertug
GamertugOP2w ago
no choosing ball will be same from both u can say if we choose white from A that will be lower than if we choose white from B so cant do what i did
SirLancelotDuLac
Yeah again in the sense that if you empty all bags into one big bag and then choose, the probability of choosing a ball and it being from B is less than in A. For instance, if B had 5 white and 5 black balls, the probability of white ball being from A is (1/2*3/10)/1/2(3/1+5/10)=3/8 from bayes' and 3 white balls/ 8 total white balls from the other method. The key is that each event that you consider a "unit" must be equally likely.

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