Question

rewrite the expression by factoring out (u+2)

Answer 1

Factoring is an algebraic technique of simplifying algebraic terms. The concept is to find a common factor within the algebraic terms. From the given problem, each term contains (u+2). So, you place (u+2) outside the parenthesis, and create an expression that would still equal to the original equation. The factored form would be: (u+2)(5u²+1)

Answer 2

When the algebraic expression is rewritten by factoring out (u + 2), the factored form will be (u + 2(5u² + 1).

What is factoring?

It should be noted that factoring is a technique that's used for simplifying algebraic terms.

In order to do this, one has to find a common facor. In this case, it can be deduced that the expression given is 5u²(u + 2) + (u + 2). The common factor here is u+2.

Therefore, we can place (u+2) outside the parenthesis. Hence, the factored form of the expression would be (u+2)(5u²+1).

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