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We have N a random variable from the (a,b,0) class distribution which means that P_n = (a+b/n)^n * P_{n-1} question 1: Find E[N] as a
We have N a random variable from the (a,b,0) class distribution
which means that P_n = (a+b/n)^n * P_{n-1}
question 1:
Find E[N] as a function of a and b
question 2:
Find Var[N] as a function of a and b
Where E is the expected value
and Var is the variance.
Thank you for your help
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