Q. 405 - Intermediate Algebra

Question

In the following exercises, factor completely

$24x^3+44x^2$.

Step-by-Step Solution

Answer

The factors of the given expression are $4x^2(6x+11)$. 

Step 1. Given and explanation

We have $24x^3+44x^2$.

We can factorise it by taking common.

This will help in making the equation more small.

Step 2. Factorizing the expression.

We have $24x^3+44x^2$ .

Factorising by taking common,

Therefore,

$$\begin{gathered} 24x^3+44x^2 \\ =4x^2(6x+11) \end{gathered}$$

$$\begin{gathered} 24x^3+44x^2 \\ =4x^2(6x+11) \end{gathered}$$