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Let {N(t), t=0} be a poisson process with rate lambda that is independent of the nonnegative random variable T with mean mu and variance sigma squared. Find a) Cov(T, N(T)) b) Var(N(T))

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Let {N(t), t=0} be a poisson process with rate lambda that is independent of the nonnegative random variable T with mean mu and variance sigma squared. Find

a) Cov(T, N(T))

b) Var(N(T))

Answered Same Day Dec 26, 2021

Solution

David answered on Dec 26 2021
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