If the perimeter is always 36 cm, how could you draw the rectangle so that it has the maximum area?

Question

Keenan Schultz

Mathematics

20 October, 06:12

If the perimeter is always 36 cm, how could you draw the rectangle so that it has the maximum area?

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Answers (1)

Know the Answer?

Reed Garza · Answer 1

Draw it with 9 cm for length and width.

Step-by-step explanation:

The product is the maximum area when the length and width are as close as possible, or equal to each other. Because length and width are 2 sides each, we can divide 36 by 4, which is 9.

9x9 = 81 cm^2. This is the largest area possible.