Question

Keb wants to put a swimming pool in his backyard. He buys a square tarp to go under it. The circumference of the pool is 48 feet. The tarp is 16 feet on each side. Is the tarp large enough to fit entirely on the tarp? What percent of the tarp is covered?

Answer 1

To determine if the tarp is large enough to fit entirely under the swimming pool, compare the circumference of the pool to the perimeter of the tarp. To find the percent of the tarp that is covered, compare the area of the tarp to the area of the pool.

Step-by-step explanation:

To determine if the tarp is large enough to fit entirely under the swimming pool, we need to compare the circumference of the pool to the perimeter of the tarp. The circumference of the pool is 48 feet, which means the perimeter of the square tarp is also 48 feet since all sides of a square are equal in length. If the perimeter of the tarp is equal to or greater than the circumference of the pool, then the tarp is large enough to fit entirely under the pool.

To find the percent of the tarp that is covered, we need to compare the area of the tarp to the area of the pool. Since the tarp is square and each side measures 16 feet, the area of the tarp is 16 feet multiplied by 16 feet, which equals 256 square feet. To find the area of the pool, we need to know the shape and dimensions of the pool, as well as any additional information about the pool's size or depth.

Answer 2

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Step-by-step explanation:

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