16.
The perimeter of a school volleyball court is
177 ft and the length is twice the width. What are the
dimensions of the volleyball court'?
Answers
there the perimeter of a school is volleyball court is 177 bad but the length is twice the what are the dimensions of the volleyball court answer of a 117 subtracted by the length of a vet with is subtracted on their volleyball court with their own self
Answer:
✬ Length = 59 ft ✬
✬ Width = 29.5 ft ✬
Step-by-step explanation:
Given:
Perimeter of volleyball court is 177 ft.
Length of court is twice the width.
To Find:
What are the dimensions of court ?
Solution: Let the width of court be x ft. Therefore,
➟ Length of court = 2 times of x
➟ Length = 2x
As we know that
★ Perimeter of Rectangle = 2(Length + Width) ★
A/q
Perimeter of court is 177 ft.
\implies{\rm }⟹ 177 = 2(Length + Width)
\implies{\rm }⟹ 177 = 2(2x + x)
\implies{\rm }⟹ 177 = 2(3x)
\implies{\rm }⟹ 177 = 6x
\implies{\rm }⟹ 177/6 = x
\implies{\rm }⟹ 29.5 = x
So, measure of
➧ Width of court is x = 29.5 ft.
➧ Length of court is 2x = 2(29.5) = 59 ft.
___________________
★ Verification ★
➧ 2(Length + Width) = 177
➧ 2(59 + 29.5) = 177
➧ 2(88.5) = 177
➧ 177 ft = 177 ft
\large\bold{\texttt {Verified }}Verified
So the width of the school volleyball court is 29.5ft. We know that length is twice the width. The length and the width of the school volleyball court is 59ft and 29.5ft respectively.
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