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What is the conditional distribution of a random variable $Y$ conditional on the random variable $X$; that is, $(Pr[Y=y|X=x])$?

A

$\cfrac{Pr[Y=y]}{Pr[X=x]}$

B

$\sum_{i=1}^{n} Pr[Y=y, X=x_i]$

C

$\cfrac{Pr[Y=y,X=x]}{Pr[X=x]}$

D

$\cfrac{Pr[Y=y,X=x]}{Pr[Y=y]}$

E

$\cfrac{Pr[X=x]}{Pr[Y=y,X=x]}$

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