The length and breadth of a rectangular field are in the ratio of 5:2. If the cost of fencing the field at Rs. 12.5 per meter is Rs. 25000, find the length and breadth
Answers
Answered by
2
Answer:
Step-by-step explanation:
let length = 5x and breadth = 2x
perimeter = 2(length + breadth)
= 2(5x + 2x)
= 14x
cost of fencing = Rs. 12.5/m
total cost = Rs. 25000
thus, perimeter = 25000/12.5 = 2000m
so, 14x = 2000m
x = 2000/14
length = 5x = 5(2000/14)
= 10000/14 = 714.285m
breadth = 2x = 2(2000/14)
= 4000/14 = 285.714m
Answered by
1
Soln :-
Let the length and breadth
be 5x and 2x respectively
Perimeter =2(l+b)
=2(5x +2x)
=14x
Perimeter =25000/12.5
=2000m
A/q,
14x=2000
=>x=2000/14
=1000/7 m
length=5x=5×1000/7
=5000/7
=714.285m
breadth=2x
=2×1000/7
=285.714 m
Let the length and breadth
be 5x and 2x respectively
Perimeter =2(l+b)
=2(5x +2x)
=14x
Perimeter =25000/12.5
=2000m
A/q,
14x=2000
=>x=2000/14
=1000/7 m
length=5x=5×1000/7
=5000/7
=714.285m
breadth=2x
=2×1000/7
=285.714 m
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