Question

A sporting goods store sells square exercise mats that are m on a side. Find the perimeter and area of the mat.

Answer 1

A sporting goods store sells square exercise mats that are m on a side The perimeter and area of the mat is 52.

What is perimeter and area for?

Perimeter is a measurement of the distance around a shape and area gives us an idea of how much surface the shape covers.

A formula is a technique that has been demonstrated to be effective when solving a particular class of issues.

A sporting goods store sells square exercise mats that are m on a side.

The area surrounding a figure is known as its perimeter. The perimeter of a square or rectangle is the total of its sides. Given that a rectangle has two sets of parallel sides, the formula for calculating a rectangle's perimeter (P) is:

Perimeter= 52m

Area $169m^2$

Perimeter = $13^4$ = 52m cause perimeter is the total length and square has 4 sides.

A sporting goods store sells square exercise mats that are 13m on a side. The perimeter and area of the mat is 52.

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Answer 2

The perimeter of the mat is 4m and the area of the mat is $m^{2}$.

What is perimeter of the square?

The complete length of a square's boundary is referred to as its perimeter. To get the perimeter of a square, we must add all of its sides.

Perimeter of square = sum of the length  of all 4 sides.

In the question side of the mat is m.

Perimeter of the mat = m + m + m + m

                                   = 4m.

Therefore, the perimeter of the mat is 4m.
What is the area of the square?

The total number of unit squares in a square's shape is used to calculate its area.

Area = (Side x Side)

Since, side of the mat is m.

Area of the mat = m x m

                           = $m^{2}$

Therefore, the area of the mat is $m^{2}$.

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