Let $x[n]$ and $y[n]$ be the input and output of a linear time invariant $\text{(LTI)}$ system. Then which of following system is $\text{LTI}$.
- $z[n]=y[n]+c$ for a constant $c$.
- $z[n]=x[n] y[n]$.
- $z[n]=y[n]+x[n]+c$ for a constant $c$.
- $z[n]=y[n]+x[n]$.
- None of the above.