Assume Z is independent of X. Then E[ZX] = E[Z] * E[X].

E[X*(Y+Z)] = E[ X*Y + X*Z ] = E[X*Y] + E[X*Z] = E[X*Y] + E[X] * E[Z]

In sci.stat.math Stefan Mangard <[EMAIL PROTECTED]> wrote:

[snipped]

> Since E(Y + Z) = E(Y), all I would need is some clou on how E(X*(Y+Z)) 
> looks like. But unfortunately, I don't know so far how X*(Y+Z) looks like.
.
.
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