If `A_1,A_2,....A_n` are n independent events such that `P(A_k)=1/(k+1),K=1,2,3,....,n;` then the probability that none of the n

If `A_1,A_2,....A_n` are n independent events such that `P(A_k)=1/(k+1),K=1,2,3,....,n;` then the probability that none of the n events occur is
A. `(n)/(n+1)`
B. `(1)/(n+1)`
C. `(n)/((n+1)(n+2))`
D. none of these

If `A_1,A_2,....A_n` are n independent events such that `P(A_k)=1/(k+1),K=1,2,3,....,n;` then the probability that none of the n events occur is

Please log in or register to add a comment.

Please log in or register to answer this question.

1 Answer

Please log in or register to add a comment.

Find MCQs & Mock Test

Related questions

Categories