Cliams on a gruop of people rise randomly and independently of each other through time at an average rate of 2 per month. Calculate the probability that 30 claims arise in a period of one year
This is a Poisson distribution with "\\mu=2*12=24."
"P(X=30)=e^{-24}\\frac{24^{30}}{30!}=0.0363."
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