By applying properties of (z)-transform find the (z)-transform of the following sequences given (x[n] stackrel{Z}{longleftrightarrow} frac{z}{left(z^{2}+2ight)}) (a)

Question:

By applying properties of $z$-transform find the $z$-transform of the following sequences given $x[n] \stackrel{Z}{\longleftrightarrow} \frac{z}{\left(z^{2}+2ight)}$
(a) $y[n]=x[n-3]$
(b) $y[n]=n x[n]$
(c) $\quad y[n]=x[n+1]+x[n-1]$
(d) $x[n]=2^{n} x[n]$
(e) $x[n]=(n-2) x[n-1]$
(f) $\quad x[n]=x[-n]$

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