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A number n is chosen at random from S={1,2,3,.....,50}.Let A={n∈S:n+50n>2

A number n is chosen at random from S={1,2,3,.....,50}.Let A={n∈S:n+50n>27},B=(n∈S:n is a Prime) and C={n∈S:nisasquare}. Then correct order of their probabilities is : (a)P(A)

P(B)>P(C)(c)P(B)<P(A)<P(C)(d)P(A)<P(C)<P(B)

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