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Suppose the waiting time for the next earthquake in a certain region is exponentially distributed with parameter lambda=0.125. Find the average time until the next earthquake in that region.
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isnt this a poisson distribution? if so, what is the function of poisson
\[P(X=x) = \frac{ (\lambda t)^xe^(-\lambda t) }{ x}\] I don't understand what it is asking, I thought lambda was the mean?
lambda should be the mean and ... what is it, variance or standard deviation.
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