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A garden has a width 13 and length 7 13 what is the perimeter

A garden has a width 13 and length 7 13 what is the perimeter-example-1

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4 votes

The correct answer is:
16\sqrt13 units (Option D)

Step-by-step explanation:

A garden is usually rectangular in shape; therefore, you need to have the formula for the perimeter of a rectangle to find the perimeter of the garden.

The perimeter of rectangle = P = 2*(L+W) --- (A)

Where L = Length of a garden =
7\sqrt13

W = Width of the garden =
\sqrt13

Plug the values in equation (A) and simplify:


P = 2*(L+W) \\ P = 2*(7\sqrt13 + \sqrt13) \\ P = 2 * (\sqrt13 * (7+1)) \\ P = 2 * (8 * \sqrt13) \\ P = 16\sqrt13

Hence, the perimeter of the garden is
16\sqrt13 units (Option D)

User Agrinh
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