Aptitude - Area - Discussion
Discussion Forum : Area - General Questions (Q.No. 14)
14.
A rectangular field is to be fenced on three sides leaving a side of 20 feet uncovered. If the area of the field is 680 sq. feet, how many feet of fencing will be required?
Answer: Option
Explanation:
We have: l = 20 ft and lb = 680 sq. ft.
So, b = 34 ft.
Length of fencing = (l + 2b) = (20 + 68) ft = 88 ft.
Discussion:
18 comments Page 2 of 2.
Vamshi said:
9 years ago
Well explained, thanks @Amreen.
Shreya said:
6 years ago
Why it will be l+2b?
Because here is not mentioned that either length or breath which one has to be covered?
Because here is not mentioned that either length or breath which one has to be covered?
Vishnu koduri said:
6 years ago
He has considered 20 as Length because In a rectangle always LENGTH is larger than BREADTH.
Here, he has given 20. Let it be L or B.
Substitute in LxB = 680.
Whichever the value comes less that will be the breadth.
Here, he has given 20. Let it be L or B.
Substitute in LxB = 680.
Whichever the value comes less that will be the breadth.
Katherin said:
5 years ago
Confused about l+2b. Please explain in detail.
(1)
Amar said:
5 years ago
For guys who are confused about l+2b.
They have mentioned that 20ft side is not fenced.
While solving they have considered 20ft side to be as l, and hence the final answer is l+2b.
If they had considered 20ft as b while solving, then the final equation would have been 2l + b.
They have mentioned that 20ft side is not fenced.
While solving they have considered 20ft side to be as l, and hence the final answer is l+2b.
If they had considered 20ft as b while solving, then the final equation would have been 2l + b.
(1)
Harika said:
5 years ago
Why we consider 20ft as length not as breadth? Please explain.
(1)
Amar said:
5 years ago
@Harika.
There is no rule that the shorter side should always be the breadth, and longer side should always be the length. They are just variables and we are assigning the values to the variables.
They have conisdered 20 ft as length, you can consider it as breadth if you do so the final equation will change i.e. 2l+b.
There is no rule that the shorter side should always be the breadth, and longer side should always be the length. They are just variables and we are assigning the values to the variables.
They have conisdered 20 ft as length, you can consider it as breadth if you do so the final equation will change i.e. 2l+b.
(2)
Ritesh jha said:
1 year ago
Here, we have to leave the side of 20 means from the perimeter of the rectangle that is = 2(l+b)-20.
Let's take length = 20 or width = 20, not matter.
After putting in the area formula you will get l*b = 680.
l = 34
b = 20.
After putting in the perimeter which you can say fencing around the rectangle you will get as 88.
Thank you.
Let's take length = 20 or width = 20, not matter.
After putting in the area formula you will get l*b = 680.
l = 34
b = 20.
After putting in the perimeter which you can say fencing around the rectangle you will get as 88.
Thank you.
(1)
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