The area of the rectangle below is equal to 24.
AC = 3
What is the length of side AB?
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The area of the rectangle below is equal to 24.
AC = 3
What is the length of side AB?
The area of the rectangle is equal to its length multiplied by its width.
Let's begin by inserting the known data into the formula:
Let's now divide both sides by 3:
8
Look at the rectangle below.
Side AB is 2 cm long and side BC has a length of 7 cm.
What is the perimeter of the rectangle?
In rectangles, it doesn't matter! Length × width = width × length because multiplication is commutative. Just make sure you use the correct measurements for each side.
Because area uses multiplication, not addition! When you know Area = AB × AC and need to find AB, you must divide the area by AC to isolate AB.
The same method works! Just divide the area by the known side length. For example, if area = 15.5 and one side = 3.1, then the other side = 15.5 ÷ 3.1 = 5.
Yes! The formula Area = length × width works for all rectangles. If you know the area and one side, you can always find the other side by division.
Multiply your answer by the given side length. If you get the original area, you're correct! Also, make sure your answer is positive since lengths can't be negative.
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