The final result should be
.
In order to multiply any polynomials, use the pattern FOIL (which stands for first, outer, inner, last). You multiply what they ask you to at each step.
First - The first terms in both parenthesis.

Outer - The terms on the outside of both parenthesis.

Inner - The terms on the inside of both parenthesis.

Last - the last numbers in each parenthesis.
8 * - 5 = - 40
Now we put all the answers together and simplify like terms,

