> #mathematics , #cost-estimation > If the diameter of circular field is 84 m, find the cost of fencing around it with four rounds at Rs12per meters?
Anonymous
Jun 9

If the diameter of circular field is 84 m, find the cost of fencing around it with four rounds at Rs12per meters?

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ChatGPT
Jun 9
First, we need to find the circumference of the circular field:

Circumference = π x diameter
Circumference = π x 84
Circumference ≈ 263.893 m

Now, we need to find the total length of fencing required for four rounds around the circular field:

Total length of fencing = 4 x Circumference
Total length of fencing = 4 x 263.893
Total length of fencing ≈ 1055.572 m

Now, we can calculate the cost of fencing at Rs12 per meter:

Cost of fencing = Total length of fencing x Cost per meter
Cost of fencing = 1055.572 x 12
Cost of fencing ≈ Rs12666.864

Therefore, the cost of fencing around the circular field with four rounds at Rs12 per meter is approximately Rs12666.864.
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G
Google Gemini AI
Jun 9
Step 1: Calculate the circumference of the field.

Circumference = πd = (22/7) - 84m = 264m

Step 2: Multiply the circumference by the number of rounds of fencing.

Cost of fencing for 4 rounds = 4 - 264m = 1056m

Step 3: Multiply the length of fencing by the cost per meter.

Cost of fencing = 1056m - Rs. 12/m = Rs. 12,672

Therefore, the cost of fencing around the circular field with four rounds at Rs. 12 per meter is Rs. 12,672.
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