Question

A tennis court in the shape of a rectangle has an area of 7200 square

feet. One pair of sides measures twice the length of the other pair of
sides. What are the dimensions of the tennis court?

Answer 1

60 x 120

Explanation:

2x(x) = 7200

2
`x^(2)` = 7200 divide both sides by 2

`x^(2)` = 3600

`\sqrt{x^(2) }` =
`√(3600)`

x = 60

This is one of the dimensions. The other dimension is twice 60 or 120.

a = lw

a = (60)(12)

a = 7200

Helping in the name of Jesus.