Jimmy wants to fence his lawn on all four sides- Dimensions of his rectangular lawn is 250 feet-110 feet- How many yards of fencing will he need to fence the lawn completely-

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Jimmy wants t...

Question

Jimmy wants to fence his lawn on all four sides. Dimensions of his rectangular lawn is 250 feet $\times$ 110 feet. How many yards of fencing will he need to fence the lawn completely?

240

yards

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200

yards

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150

yards

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360

yards

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Solution

The correct option is A $240$ yards
Given, dimensions of lawn are $250$ feet $\times 110$ feet.
Fencing will be put along the sides of lawn. Hence, required length of fencing will be equal to perimeter of rectangular lawn.

We know,
$Perimter of rectangle = 2 (length + Width)$
$= 2 (250 + 110)$
$= 2 \times 360 = 720$ feet

But, we have to find length of fencing in yards.
We know,
$3$ feet $= 1$ yard
$\Rightarrow 1$ feet $= \frac{1}{3}$ yards
$∴ 720$ feet $= \frac{720}{3} = 240$ yards.

Hence, $240$ yards of fencing is required to fence the lawn completely .

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Jimmy wants to fence his lawn on all four sides. Dimensions of his rectangular lawn is 250 feet × 110 feet. How many yards of fencing will he need to fence the lawn completely?

Jimmy wants to fence his lawn on all four sides. Dimensions of his rectangular lawn is 250 feet $\times$ 110 feet. How many yards of fencing will he need to fence the lawn completely?