The number of accidents in a city follows a Poisson process with a mean of 2 per day and the number X; of people involved in the ith accident has the distribution (independent) P{X; = k} = (k2 1)....


The number of accidents in a city follows a Poisson process with a mean of 2 per<br>day and the number X; of people involved in the ith accident has the distribution<br>(independent) P{X; = k} = (k2 1). Find the mean and variance of the number<br>%3D<br>2*<br>of people involved in accidents per week.<br>

Extracted text: The number of accidents in a city follows a Poisson process with a mean of 2 per day and the number X; of people involved in the ith accident has the distribution (independent) P{X; = k} = (k2 1). Find the mean and variance of the number %3D 2* of people involved in accidents per week.

Jun 11, 2022
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