Question

It's questions four who everanswers will be marked as brainlist

Answer 1

We have to divide $44(x^4-5x^3-24x^2)$ by 11x(x-8) so we can write it as:

$\frac{44(x^4-5x^3-24x^2)}{11x(x-8)}$

We start by factoring.

$= \frac{44x^2(x^2-5x-24)}{11x(x-8)}$

$= \frac{44x^2(x^2-8x+3x-24)}{11x(x-8)}$

$= \frac{44x^2(x(x-8)+3(x-8)}{11x(x-8)}$

$= \frac{44x^2(x+3)(x-8)}{11x(x-8)}$

canel out same factors from top and bottom

$= \frac{44x^2(x+3)}{11x}$

$= \frac{4x^2(x+3)}{x}$

=4x(x+3)

Hence final answer is 4x(x+3) or $4x^2+12x$.