If {\X}_1, {\X}_2, . . . {\X}_{ {\n}} are {\n} independent events such that {\P} ( {\X}_{ {\r}}) =\frac{1}{ {\r}+1}, {\r}=1,2, . . ., {\n}, then the probability that none of the {\n} events occur is

AP EAPCET 18th May 2023 Shift 1 Solved Paper

Section: Mathematics

Question : 38 of 160

Marks: +1, -0

If X1,X2,...Xn are n independent events such that P(Xr)=‌

r+1

,r=1,2,...,n, then the probability that none of the n events occur is

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