$ \hat{y}_{\rm MMSE}= E[Y|X=x] $

I'm gonna try and finish this off....

$ \hat{y}_{\rm MMSE}= E[Y|X=x] = 2\int\limits_{0}^{.5}y\, dy + \int\limits_{.5}^{1}y\, dy = \frac{5}{8} $

I'm not sure if this is wrong... sorry if it is

Nicholas B

$ \hat{y}_{\rm MMSE}= E[Y|X=x] $

I'm gonna try and finish this off....

$ \hat{y}_{\rm MMSE}= E[Y|X=x] = 2\int\limits_{0}^{.5}y\, dy + \int\limits_{.5}^{1}y\, dy = \frac{5}{8} $

I'm not sure if this is wrong... sorry if it is

Nicholas B

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