Question

Write the expression in complete factored form.
n7(n + 8) - 4(n + 8) = help

Answer 1

Explanation:

To factor the left side of the equation, we can first factor out the common factor of (n+8):

n7(n + 8) - 4(n + 8) = (n + 8)(n7 - 4)

So the complete factored form of the expression is (n + 8)(n7 - 4).