the length and breadth of the rectangular field is in the ratio 4:3. If the area is 3072 m square find the cost of fencing the field @ rupees 4 per metre.
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Answered by
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Hi.. :)
Here is your Answer...
Ratio of length and breath = 3:4
Let the length and breath be 3x and 4x respectively
Now ,
Given that
Area of the field = 3072 m²
length×breath = 3072m²
(3x)×(4x) = 3072
12x² = 3072
x² = 256
⇒ x = 16
Length = 4x = 4×16 = 64 m
Breath = 3x = 3×16 = 48 m
Perimeter of rectangular field = 2(Length+Breath)
= 2(64+48)
= 2(112)
= 224 m
Now,
Cost of fencing = 4×224 = 896 Rs.
Here is your Answer...
Ratio of length and breath = 3:4
Let the length and breath be 3x and 4x respectively
Now ,
Given that
Area of the field = 3072 m²
length×breath = 3072m²
(3x)×(4x) = 3072
12x² = 3072
x² = 256
⇒ x = 16
Length = 4x = 4×16 = 64 m
Breath = 3x = 3×16 = 48 m
Perimeter of rectangular field = 2(Length+Breath)
= 2(64+48)
= 2(112)
= 224 m
Now,
Cost of fencing = 4×224 = 896 Rs.
usrocks:
thanks
Answered by
1
Answer:
Hi.. :)
Here is your Answer...
Ratio of length and breath = 3:4
Let the length and breath be 3x and 4x respectively
Now ,
Given that
Area of the field = 3072 m²
length×breath = 3072m²
(3x)×(4x) = 3072
12x² = 3072
x² = 256
⇒ x = 16
Length = 4x = 4×16 = 64 m
Breath = 3x = 3×16 = 48 m
Perimeter of rectangular field = 2(Length+Breath)
= 2(64+48)
= 2(112)
= 224 m
Now,
Cost of fencing = 4×224 = 896 Rs.
Step-by-step explanation:
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