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Determine the cumulative distribution function for the following distribution: f(x) = e^-x for x > 0.
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$$ \Large \int_{0}^{ x}e^{-t}~ dt = 1 - e^{-x} $$
that was what I thought , but Wiley plus (Homework website) is asking for a value
its a skipper , hahaha
thats the cumulative distribution function
no other information was provided . Thanks anyways
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you can call the cumulative distribution function F(x)
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