Certain region according to a poisson process

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Suppose that traffic accidents occur in a certain region according to a Poisson process with rate λ = 2 per day. Suppose also that the number of persons involved in a given accident has a geometric distribution with parameterp = 1/2. That is,

(a) Calculate the mean and the variance of the number of persons involved in an accident over an arbitrary week.

(b) Let be the random variable denoting the time between the first person and the second person involved in an accident, from the initial time. Calculate the distribution function of T

Reference no: EM131130721

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