In more detail
P(X = k) = e^−λ × λ^k / k!. With an average of 3 events per interval, exactly 2 occur with probability 0.2240. It models arrivals such as calls per hour or typos per page.
The Poisson distribution gives the probability of a number of events in a fixed interval when events occur independently at a constant average rate.
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P(X = k) = e^−λ × λ^k / k!. With an average of 3 events per interval, exactly 2 occur with probability 0.2240. It models arrivals such as calls per hour or typos per page.