Question

Rewrite the terms in proper order and then divide
$a+a^2+8$ by $a+4$

Answer 1

The given polynomial $a+a^2+8$ can be rewritten as $a^2+a+8$.

We now divide $a^2+a+8$ by $(a+4)$ as shown in the above image:

From the division, we observe that the quotient is $a-3$ and the remainder is $20$.

Hence, the quotient is $a-3$ and the remainder is $20$.