Give the output for the convolution of the following signals:

$x(n)=(n)+2(n-1)-(n-3)$

$h(n)=2(n+1)+2(n-1)$

You will specify the start$\_$time and give the output sequence

The start$\_$time indicates the time of first non$-$zero sample and sequence is the set of output values starting with start$\_$time $($use comma to separate values but no spaces$).$

An example of correct output if $y(n)=x(n)$ is the following

start$\_$time: $0$

sequence: $1,2,0,-1$

An example of correct output if $y(n)=h(n)$ is the following

start$\_$time: $-1$

sequence: $2,0,2,$