WeBWorK Standalone Renderer

graph of a piecewise function that is constant (-3) for x between -3 and 2; linear (extending from y=-3 to y=-2) for x between -2 and 1;parabolic (opening up and passing through (1,1), (2,-1) and (3,-2)) for x between 1 and 3; andlinear (extending from y=-2 to y=-3 for x between 3 and 5.

The figure above is the graph of the function $m(t)$ . Let $n(t)=m(t)+2$ , $k(t)=m(t+1.5)$ , $w(t)=m(t-0.5)-2.5$ and $p(t)=m(t-1)$ . Find the values of the following:
1. $n(-2)$ = .
2. $n(2)$ = .
3. $k(2.5)$ = .
4. $w(1.5)$ = .
5. $w(0.5)$ = .
6. $p(1.5)$ = .

You can earn partial credit on this problem.