Question

In the following exercises, factor completely

$24a^4-9a^3$.

Short answer

The factors of the given expression are $3a^3(8a-3)$.

Step-by-step solution

Step 1. Given and explanation 

We have $24a^4-9a^3$.

We can factorise this into simple expression by just taking common.

Step 2. Factorizing the expression. 

We have $24a^4-9a^3$

Therefore factorizing by taking common,

localid="1662126943015" $$\begin{gathered} 24a^4-9a^3 \\ =3a^3(8a-3) \end{gathered}$$