Question

Divide
(28x^5u^7-21x^4u^5+32x^2u)/(-4x^4u^5)
Simplify your answer as much as possible.

Answer 1

Answer:

28x^3u^6 - 21x^2u^4 + 32 / -4x^2u^4

Step-by-step explanation:

(28x^5u^7-21x^4u^5+32x^2u)/(-4x^4u^5)

Here we have to factorize the numerator by finding the Greatest Common Factor.

Here the GCF is x^3 u

Let's take out the x^2u.

x^2u( 28x^3u^6 -21x^2u^4 + 32) / -4x^4u^5

Now cancel out x^2u from the numerator and the denominator, we get

28x^3u^6 - 21x^2u^4 + 32 / -4x^2u^4

We cannot simplify this further, since the numerator cannot factored further.

Hope this will help you.

Thank you.