Question

The length of a rectangle is 2cm less than twice the width. If y represents the width, state the inequality that the area of a rectangle is at least 15cm^2

Answer 1

The inequality that represents the area of the rectangle is: y(2y - 2) ≥ 15

What is the Area of a Rectangle?

• Area of Rectangle = length × width

Given:

width of rectangle = y cm

length of rectangle = (2y - 2) cm

Area = y(2y - 2)

We are given that the area of the rectangle is at least 15 sq cm.

Therefore, the inequality that represents the area of the rectangle is: y(2y - 2) ≥ 15

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