A number n is chosen at random from S=\{1,2,3, . . ., 50\}. Let A= \{n \in S: n+\frac{50}{n} > 27\} , B=\{n \in S: n is a prime) and C=\{n \in S: n is a square). Then, correct order of their probabilities is

Correct Answer is : P(A)>P(B)>P(C)

EAMCET Engineering 2005 Solved Paper

Section: Mathematics

Question : 121 of 160

Marks: +1, -0

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

>27},B={n∈S:n is a prime) and C={n∈S:n is a square). Then, correct order of their probabilities is

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