A container contains 46 green tokens, 15 blue tokens, and 3 red tokens Two token

Question

A container contains 46 green tokens, 15 blue tokens, and 3 red tokens
Two tokens are randomly selected without replacement. Compute P(F|E)
E- you selected a non green token first F- the second token is geeen
Simplify your answer. A container contains 46 green tokens, 15 blue tokens, and 3 red tokens
Two tokens are randomly selected without replacement. Compute P(F|E)
E- you selected a non green token first F- the second token is geeen
Simplify your answer.
Two tokens are randomly selected without replacement. Compute P(F|E)
E- you selected a non green token first F- the second token is geeen
Simplify your answer.

Explanation / Answer

as we know that P(E)=18/64 as there are 18 non green token out of 64

P(E&F) =P(first non green & second green)=(18/64)*(46/63)

P(F|E)= P(FnE)/P(E) =(18/64)*(46/63)/(18/64)=46/63

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