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On broad gauge a sleeper density of M + 4 means, the number of sleepers to be used per kilometer length is
- a)1660
- b)1540
- c)1326
- d)1282
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
On broad gauge a sleeper density of M + 4 means, the number of sleeper...
n = rail length of a broad gauge track in India = 12.80 m
Total number of rails
Sleeper density = (n + 4) = 12.80 + 4 = 17 sleepers
Hence, total number of sleepers = 78 × 17 = 1326 sleepers
Total number of rails
Sleeper density = (n + 4) = 12.80 + 4 = 17 sleepers
Hence, total number of sleepers = 78 × 17 = 1326 sleepers
Most Upvoted Answer
On broad gauge a sleeper density of M + 4 means, the number of sleeper...
Explanation:
In the context of railway tracks, a sleeper is a rectangular support system that is placed underneath the rails to provide stability and distribute the load of the train. The sleeper density refers to the number of sleepers used per kilometer length of the track.
Calculation:
To determine the sleeper density, we need to divide the total number of sleepers by the length of the track in kilometers.
The given sleeper density is M = 4, which means there are 4 sleepers used per kilometer length.
Let's assume the length of the track is L kilometers.
Therefore, the total number of sleepers used in L kilometers of track can be calculated as:
Number of sleepers = M * L
Now, we can substitute the given value of M = 4 into the equation:
Number of sleepers = 4 * L
We can rearrange this equation to solve for L:
L = Number of sleepers / 4
Answer:
The sleeper density of M = 4 means that the number of sleepers to be used per kilometer length is given by the equation L = Number of sleepers / 4.
Therefore, the correct answer is option C) 1326.
In the context of railway tracks, a sleeper is a rectangular support system that is placed underneath the rails to provide stability and distribute the load of the train. The sleeper density refers to the number of sleepers used per kilometer length of the track.
Calculation:
To determine the sleeper density, we need to divide the total number of sleepers by the length of the track in kilometers.
The given sleeper density is M = 4, which means there are 4 sleepers used per kilometer length.
Let's assume the length of the track is L kilometers.
Therefore, the total number of sleepers used in L kilometers of track can be calculated as:
Number of sleepers = M * L
Now, we can substitute the given value of M = 4 into the equation:
Number of sleepers = 4 * L
We can rearrange this equation to solve for L:
L = Number of sleepers / 4
Answer:
The sleeper density of M = 4 means that the number of sleepers to be used per kilometer length is given by the equation L = Number of sleepers / 4.
Therefore, the correct answer is option C) 1326.
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On broad gauge a sleeper density of M + 4 means, the number of sleepers to be used per kilometer length isa)1660b)1540c)1326d)1282Correct answer is option 'C'. Can you explain this answer?
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