To complete the table for y we need to use the function rule given. This means that for a given value of x we plug it in the expression given to find the value of y.
First we have that x=-5, then we have:

Then for x=-5 the value of y=53.
For x=-1, we have:

Then for x=-1 the value of y=13.
For x=0, we have:

Then for x=0 the value of y=3.
For x=1, we have:

Then for x=1 the value of y=-7.
With all of this result we have that the table is: