A stationary random process X(t) is applied to an LTI system whose impilse response is h(t)=e−2t2The output process of this LTI system is Y(t). If the mean value of the process X(t) is 2, then the mean value of the process Y(t) will be ______2.51

A stationary random process X(t) is applied to an LTI system whose imp

1.	A stationary random process X(t) is applied to an LTI system whose impilse response is h(t)=e−2t2The output process of this LTI system is Y(t). If the mean value of the process X(t) is 2, then the mean value of the process Y(t) will be ______2.51
Answer» A stationary random process X(t) is applied to an LTI system whose impilse response is $h (t) = e^{- 2 t^{2}}$ The output process of this LTI system is Y(t). If the mean value of the process X(t) is 2, then the mean value of the process Y(t) will be ______ 2.51

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A stationary random process X(t) is applied to an LTI system whose impilse response is h(t)=e−2t2The output process of this LTI system is Y(t). If the mean value of the process X(t) is 2, then the mean value of the process Y(t) will be ______2.51

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