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The difference in invert levels between two pits separated by a distance of 30 meter is one meter.
An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higher
level. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lower
level in mm will be _________
An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higher
level. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lower
level in mm will be _________
Important : you should answer only the numeric value
Correct answer is '400'. Can you explain this answer?
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Most Upvoted Answer
The difference in invert levels between two pits separated by a distan...
Explanation:
- What are invert levels?
- Given data:
- Calculating slope:
- Calculating invert level of intermediate pit:
- Calculating difference in invert levels of new pit and lower level pit:
An invert level is the lowest point of a pipe or pit where water flows.
Distance between two pits = 30 m
Difference in invert levels of two pits = 1 m
Distance of intermediate pit from higher level pit = 18 m
Let the invert level of the higher pit be H, and that of the lower pit be L. Then the slope between the two pits is (H - L)/30.
Given that the difference in invert levels is 1 m, so (H - L)/30 = 1, which gives H - L = 30.
Distance of intermediate pit from higher level pit = 18 m, so the invert level of intermediate pit is H - (18/30)(H - L) = H - 0.6(H - L).
Substituting H - L = 30, we get invert level of intermediate pit = H - 0.6(30) = H - 18.
The new pit is at a distance of (30 - 18) = 12 m from the lower level pit. Let the invert level of the new pit be N.
Then the slope between the new pit and lower level pit is (N - L)/12.
Since the slope is maintained the same, we have (N - L)/12 = (H - L)/30, which gives N - L = (12/30)(H - L).
Substituting H - L = 30 and N = L + x (where x is the difference in invert levels between new pit and low level pit in mm), we get x = 400 mm.
Therefore, the difference in invert levels of the new pit and the pit at lower level is 400 mm.
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The difference in invert levels between two pits separated by a distance of 30 meter is one meter.An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higherlevel. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lowerlevel in mm will be _________Important : you should answer only the numeric valueCorrect answer is '400'. Can you explain this answer?
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The difference in invert levels between two pits separated by a distance of 30 meter is one meter.An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higherlevel. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lowerlevel in mm will be _________Important : you should answer only the numeric valueCorrect answer is '400'. Can you explain this answer? for GATE 2024 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about The difference in invert levels between two pits separated by a distance of 30 meter is one meter.An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higherlevel. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lowerlevel in mm will be _________Important : you should answer only the numeric valueCorrect answer is '400'. Can you explain this answer? covers all topics & solutions for GATE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The difference in invert levels between two pits separated by a distance of 30 meter is one meter.An intermediate pit is required to be constructed at a distance of 18 meter from the pit at higherlevel. Maintaining the same slope, the difference in invert levels of the new pit and the pit at lowerlevel in mm will be _________Important : you should answer only the numeric valueCorrect answer is '400'. Can you explain this answer?.
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