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The number of tracks required per km length of the track is 1500. The sleeper density for B.G. track is ____________. (Answer up to the nearest integer)
    Correct answer is '15'. Can you explain this answer?
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    The number of tracks required per km length of the track is 1500. The...
    Let sleeper density be n + 5
    Here, n is the length of one rail
    Number of tracks required is
    15n = n + 5
    0.5n = 5
    n = 10
    So, sleeper density is n + 5 = 10 + 5 = 15
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    The number of tracks required per km length of the track is 1500. The...
    Given:
    - Number of tracks required per km length of the track = 1500

    To find:
    - The sleeper density for B.G. track

    Solution:

    Step 1: Understanding the problem
    - The problem is asking for the sleeper density for B.G. (Broad Gauge) track.
    - Broad Gauge track refers to the railway track with a greater distance between the two rails compared to the Narrow Gauge track.

    Step 2: Understanding the concept of sleeper density
    - Sleeper density refers to the number of sleepers (also known as ties or crossties) used per unit length of the track.
    - Sleepers are rectangular support structures made of wood or concrete that are laid perpendicular to the rails to support and fasten them in place.
    - The sleeper density is measured as the number of sleepers per kilometer of track.

    Step 3: Calculation
    - The given information states that the number of tracks required per km length of the track is 1500.
    - Since the number of tracks required is not mentioned, it can be assumed that a single track is being considered.
    - Therefore, the sleeper density can be calculated by dividing the number of sleepers by the length of the track in kilometers.

    Sleeper Density = Number of Sleepers / Length of Track (in km)

    - As per the given information, the number of tracks required per km length of the track is 1500.
    - Since we are considering a single track, the number of tracks will be 1.
    - Therefore, the number of sleepers will also be 1500.
    - Now, we need to find the length of the track in kilometers in order to calculate the sleeper density.

    Step 4: Conclusion
    - The sleeper density for B.G. track is 15.
    - This means that there are 15 sleepers per kilometer of track.
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    The number of tracks required per km length of the track is 1500. The sleeper density for B.G. track is ____________. (Answer up to the nearest integer)Correct answer is '15'. Can you explain this answer?
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