Question

A rectangular garden is 250m in length and 200 in breadth.Find the cost of fencing it at the rate of ₹500 per meter​

Answer 1

Answer:

$rupees \: \: \: 450000.$

Step-by-step explanation:

$l = 250 \: m \\ b = 200 \: m \\ \\ perimeter =2 (l + b) \\ = 2(250 + 200) \\ = 500 + 400 \\ = 900 \: m \\ \\ cost \: of \: fencing = 500 \times 900 \\ = rupees \: \: \: 450000.$

Answer 2

Gívєn :

• Length of garden = 250m

• Breadth of garden = 200m

To Fínd :

• Find the cost of fencing it at the rate of ₹500 per meter.

Solutíon :

✬ Here in the question Length and breadth of the rectangular Garden is given, where Length is 250 m and breadth is 200m. So, Firstly we will find the Perimeter of the Garden that is given by 2 (Length + Breadth). After Finding the Perimeter of Rectangle we can easily find the Cost of fencing at the rate of ₹500 per meter

Perimeter of Rectangle = 2 (L + B)

Where,

• Length (L) = 250m

• Breadth (B) = 200m

⟶ Perimeter = 2 (250 + 200)

⟶ Perimeter = 2 × 450

⟶ Perimeter = 900m

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Now, Cost of fencing

⟶ Cost of fencing Per 1 metre = ₹500

⟶ Cost of fencing Per 900m = 500 × 900

⟶ Cost of fencing = 450,000

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Therefore, Cost of Fencing at rate of ₹500 per metre is ₹ 450,00

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