The area of a rectangular plot is 270 sq.m and its length is 18 m. If the cost of fencing the park by wire is Rs.25 per metre, find the total cost of fencing. *
Answers
Solution
Given :-
- Area of rectangular park = 270 m²
- Length of rectangular park = 18 m
- coat of wire whose , fancing the park = ₹ 25 per m
Find :-
- Total cost of wire of fencing .
Explanation
Using Formula
So, Now
==> Area of rectangular park = 270
==> Length × Breadth = 270
Keep Value of Length,
==> 18 × Breadth = 270
==> Breadth = 270/18
==> Breadth = 15 m
Now, Calculate perimeter of rectangular park
==> Perimeter of rectangular park = 2×(Length+Breadth)
==> Perimeter of rectangular park = 2 × (18 + 15)
==> Perimeter of rectangular park = 2 × (33)
==> Perimeter of rectangular park = 66 m
∵ Cost of fencing wire of 1 meter = 25
•°• Cost of fencing wire of 66 meter = 25 × 66
•°• Cost of fencing wire of 66 meter = ₹ 1650
Hence
- Total Cost of fencing wire will be = ₹ 1650
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Given :-
- Area of rectangular park = 270 m²
- Length of rectangular park = 18 m
- Coat of wire whose , fancing the park = ₹ 25 per m
To Find :-
- Total cost of wire of fencing
Explanation :-
Using Formula
➽ Area of rectangular park = 270
➽ Length × Breadth = 270
Keep Value of Length,
➽ 18 × Breadth = 270
➽ Breadth = 270/18
➽ Breadth = 15 m
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Now, Calculate perimeter of rectangular park
➽ Perimeter of park = 2×(Length+Breadth)
➽ Perimeter of park = 2 × (18 + 15)
➽ Perimeter of park = 2 × (33)
➽ Perimeter of park = 66 m
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⇒ Cost of fencing wire of 1 meter = ₹ 25
⇒ Cost of fencing wire of 66 meter = 25 × 66
⇒ Cost of fencing wire of 66 meter = ₹ 1650
∴ Total Cost of fencing wire will be = ₹ 1650
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