Length & breadth of a rectangular field are in the ratio 7:3. If the width of the field is 24m,
what is its length?
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It is given that,
Perimeter of rectangular field = 440 m.
Consider 7x as the length and 4x as the breadth of rectangular field.
So we get,
2(l+b) = Perimeter.
Substituting the values,
2(7x+4x)=440
By further calculation,
2(11x)=440
22x=440
So we get,
x=440/22=11 m.
Here,
Length = 7x=7∗11=77 m.
Breadth = 4x=4∗11=44 m.
We know that,
Cost of fencing = ₹150 per m.
So the cost of fencing 440 m = 150∗440 = ₹ 66,000.
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