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thanks a lot for your help! 35 Let X denote a real-valued random variable with an absolutely continuous distribution witk density function p(x)=(2)1exp(21x2),<x<. Let g:RR denote a differentiable function such that E[g(X )]<. Show that E[g(X)]=E[Xg(X)].

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thanks a lot for your help! 35 Let X denote a real-valued random variable with an absolutely continuous distribution witk density function p(x)=(2)1exp(21x2),<x<. Let g:RR denote a differentiable function such that E[g(X )]<. Show that E[g(X)]=E[Xg(X)]

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thanks a lot for your help 35 Let X denote a realvalued ra.pdf

  • 1. thanks a lot for your help! 35 Let X denote a real-valued random variable with an absolutely continuous distribution witk density function p(x)=(2)1exp(21x2),<x<. Let g:RR denote a differentiable function such that E[g(X )]<. Show that E[g(X)]=E[Xg(X)]