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Minor injuries occur with a Poisson rate of 3 per week. Calculate th.pdf

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The document is solving a probability problem where minor injuries occur with a Poisson rate of 3 per week. It asks to calculate the probability of no minor injuries in the next two weeks. The solution uses the Poisson probability mass function formula with the rate λ equal to 6 for the two week period. The probability of no injuries (x=0) is calculated to be 0.00247875217666636.

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Minor injuries occur with a Poisson rate of 3 per week. Calculate the probability of no minor injuries during the next two weeks? Solution (x) = e^-??^x / x! where, ? is an average rate of value. x is a poisson random variable. e is the base of logarithm(e=2.718). 3 per week now for two weeks it is 6=? p(x=0)=0.00247875217666636

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