If the probability of chosing an integer 'k' out of 2n integers 1, 2, 3, ...,...

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If the probability of chosing an integer 'k' out of 2n integers 1, 2, 3, ..., 2n is inversely proportional to k (1 k n). If is the probability that chosen number is odd and is the probability that chosen number is even, then (c) B < /2 (a) a > 1 - 2 213 (b) a > 2/ - 2 (d) < 3 If the probability of chosing an integer 'k' out of 2n integers 1, 2, 3, ..., 2n is inversely proportional to k (1 k n). If is the probability that chosen number is odd and is the probability that chosen number is even, then (c) B < /2 (a) a > 1 - 2 213 (b) a > 2/ - 2 (d) < 3

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