Question

Amy works for a marketing agency and is designing a label for a company's newest product. The label needs to be a rectangle where the length is 4 times the width. If x represents the width, which expression represents the area of the label

Answer 1

Answer:

$4x^{2}$

Step-by-step explanation:

Given:

Amy works for a marketing agency and is designing a label for a company's newest product.

The label needs to be a rectangle where the length is 4 times the width.

$x$ represents the width.

Question asked:

Which expression represents the area of the label ?

Solution:

Width of the label = $x$ (given)

Then, length of the label will be = 4 times the width = $4x$

As label needs to be a rectangular shape and as we know:-

$Area\ of\ rectangle=Length\times width$

                              $=4x\times x\\=4x^{2}$

Therefore, $4x^{2}$ represents the area of the label.