(Solved): .1 Let X(t) be a white noise process bandlimited to 50Hz with nomalized power of 100V2. It ...

.1 Let $X(t)$ be a white noise process bandlimited to $50\mathrm{Hz}$ with nomalized power of $100{\mathrm{V}}^2$. It is desired to generate a diserete parameter random process, $Y_n$, by taking instantaneous samplea of $X(t)$ : $Y_{\mathrm{n}}=X\left(n{T}_{\mathrm{s}}\right)$ where $T_s=0.01$ seconds. Find: a) the mean of $Y_n$. b) the autocorrelation function of $Y_n$.