If X has an exponential distribution with parameter 1I find the probability density function of y x = .
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Concept Review. If X has an exponential distribution with mean μ then the decay parameter is m=1μ m = 1 μ , and we write X ∼ Exp(m) where x ≥ 0 and m > 0 . The probability density function of X is f(x) = me-mx (or equivalently f(x)=1μe−xμ f ( x ) = 1 μ e − x μ .
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Concept Review. If X has an exponential distribution with mean μ then the decay parameter is m=1μ m = 1 μ , and we write X ∼ Exp(m) where x ≥ 0 and m > 0 . The probability density function of X is f(x) = me-mx (or equivalently f(x)=1μe−xμ f ( x ) = 1 μ e − x μ .
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