A rectangular field is 75m in length and 50m in breadth. A fence has to be put around the field.
The cost of wire is Rs.45per m. Find the total cost of fencing. If a square field has to be fenced at
the same cost, what should be its maximum length?
Answers
Answer:
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 m
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 m
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.Cost of 1 m wire = Rs.50
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.Cost of 1 m wire = Rs.50Cost of 350 m wire = 50 \times 350 =Rs. 17500
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.Cost of 1 m wire = Rs.50Cost of 350 m wire = 50 \times 350 =Rs. 17500Hence the cost of fencing if the cost of wire is Rs 50 per m is Rs.17500
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.Cost of 1 m wire = Rs.50Cost of 350 m wire = 50 \times 350 =Rs. 17500Hence the cost of fencing if the cost of wire is Rs 50 per m is Rs.17500#Learn more:
The cost of fencing if the cost of wire is Rs 50 per m is Rs.17500Step-by-step explanation:Length of rectangular field = 100 mBreadth of rectangular field = 75 mPerimeter of rectangular filed = 2(l+b)=2(100+75)=350 m350 m of fence has to be put around the field.Cost of 1 m wire = Rs.50Cost of 350 m wire = 50 \times 350 =Rs. 17500Hence the cost of fencing if the cost of wire is Rs 50 per m is Rs.17500#Learn more:Find the cost of fencing a rectangular field of length 420 m and breadth 360 m if the cost fencing is 5rs per meter
Step-by-step explanation:
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A rectangular field is 75m in length and 50m in breadth. A fence has to be put around the field. The cost of wire is Rs.45per m. Find the total cost of fencing. If a square field has to be fenced at the same cost, what should be its maximum length?
Let PQRS be the rectangular grassy lawn and let length = AB and breadth = BC
Given Length PQ = 40 m and breadth QR = 25 m
Area of lawn PQRS = 40 m x 25 m = 1000 m2
Length AB = (40 + 2 + 2) m = 44 m
Breadth BC = (25 + 2 + 2) m = 29 m
Area of ABCD = 44 m x 29 m = 1276 m2
Now, Area of the path = Area of ABCD – Area of the lawn PQRS
= 1276 m2 – 1000 m2
= 276 m2
Rate of levelling the path = Rs. 8.25 per m2
Cost of levelling the path = (8.25 x 276)
= Rs. 2277