Back
1 . Let $X = \{1,2,3,\dots,10\}$. Let $Y$ be a uniformly random subset of $X$. Define the events
  • A = "$Y$ contains at least 4 elements",
  • B = "all elements of $Y$ are even".
What is $\Pr(A|B)$?
(a)
4/16
(b)
5/16
(c)
6/16
(d)
3/16