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Let XXX be exponentially distributed with rate λ=3\lambda=3λ=3, i.e. with density f(x)=3e−3xf(x)=3e^{-3x}f(x)=3e−3x for x≥0x\ge 0x≥0.
Find E[X2]E[X^2]E[X2]. Give an exact fraction.
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