If the probability of choosing an integer 'k' out of 2 {m} integers 1,2,3, . . . . . . .2 {m} is inversely proportional to {k}^{4}(1 \leq {k} \leq {m}). If {x}_{1} is the probability that choosen number is odd and {x}_{2} is the probability that chosen number is even, then

JEE Advanced 2020 Full Test 4 Paper 2

Question : 41 of 54

Marks: +1, -0

If the probability of choosing an integer 'k' out of 2m integers 1,2,3,.......2m is inversely proportional to k4(1≤k≤m). If x1 is the probability that choosen number is odd and x2 is the probability that chosen number is even, then

x1<‌
2
3
x1>‌
1
2
x1>‌
2
3
x2<‌
1
2

Validate

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