As, we are given that `A sub B`, it means
`P(AnnB) = P(A)`
Then,
`P(A|B) = (P(AnnB))/(P(B)) = (P(A))/(P(B))`
so, option A is incorect.
Now, we are given that,
`P(B)!=0` means `P(B)<=1`<br>
If `P(B)<=1`, then it implies,
`P(A|B)>=P(A)` which is the correct option.