The area of the rectangle below is equal to 50.
AC = 5
How long is side AB?
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The area of the rectangle below is equal to 50.
AC = 5
How long is side AB?
The area of a rectangle is equal to its length multiplied by its width.
Let's first input the given data into the formula:
Let's now divide both sides by 5:
10
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?
It doesn't matter! In rectangles, you can call either dimension length or width. The area formula A = l × w works the same way regardless of which side you choose.
Think of it practically: How many unit squares fit inside? If you have a 10×5 rectangle, you can fit 10 squares across and 5 rows down, giving you 50 total squares!
Because we're working with multiplication! Since Area = AB × AC, to find AB when Area = 50 and AC = 5, we need to undo the multiplication by dividing: AB = 50 ÷ 5.
Absolutely! Rectangle sides can be any positive number. If your calculation gives you or 7.5, that's a perfectly valid answer.
Always substitute back into the original formula: AB × AC = Area. If 10 × 5 = 50, then your answer is correct!
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