Question

Please help me with this quickly and make it simple, I have till 11:59

Answer 1

`(x^(2)(3x-4))/(10)`

Explanation:

Given the expression:

`(3x^2-4x)/(12x)\cdot(6x^2)/(5)`

The expression can be written in the form below:

`\begin{gathered} (3x^2-4x)/(5)*(6x^2)/(12x) \\ =(x(3x-4))/(5)*(6x* x)/(6x*2) \end{gathered}`

Cancel the common term, 6x:

`\begin{gathered} =(x(3x-4))/(5)*(x)/(2) \\ =(x^2(3x-4))/(10) \end{gathered}`

The simplified form of the expression is:

`(x^(2)(3x-4))/(10)`