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A number n is choosen at random form S =...

A number n is choosen at random form `S = {1,2,3,….,50}` Let `A = { n in S : n + 50/n gt 27}`, `B = { n in S : n` is a prime} and `C = {n in S : n` is a square}. The correct order of their probabilities is

A

`P(A) lt P(B) lt P(C)`

B

`P(A) gt P(B) gt P(C)`

C

`P(B) lt P(A) lt P(C`

D

` P(A) gt P(C) gt P(B)`

Text Solution

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The correct Answer is:
B
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