Struggling with a problem
There are events A(1),A(2),A(3),....A(N) are independent. Suppose that:
P(A sub k) = 1/(k+1) For 1<=k<=n
Find the probability that none of the n events occur. This seems like an infinant tree of some sort and I am struggling to find a good starting point. Thanks in advance for any help.
SGS
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