Question

What are possible dimensions of the rectangular area at the right? if area is 27x-9

Answer 1

Answer: $9\ by \ (3x-1)$

Step-by-step explanation:

The given expression for area = $27x-9$

Factorize $27x-9$

Taking 9 as great common factor outside, we get

$27x-9=9(3x-1)$

We know that the area of rectangle with dimensions length by breadth is given by:-

Area = $length\times\ breadth$

Hence, the possible dimensions of the rectangle will be $9\ by \ (3x-1)$.