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If the sleeper density for a B.G. track is n + 5 and the length of one rail is 12.8 m, then number of sleepers required per km length of the track is (Answer up to the nearest integer)
    Correct answer is '1406'. Can you explain this answer?
    Most Upvoted Answer
    If the sleeper density for a B.G. track is n + 5 and the length of one...
    Calculation:

    To calculate the number of sleepers required per km length of the track, we need to convert the given sleeper density from the length of one rail to kilometers.

    Given:
    Sleeper density = n = 5 sleepers per 12.8 m

    Conversion:

    To convert the sleeper density from meters to kilometers, we need to convert the given length of one rail from meters to kilometers.

    1 kilometer = 1000 meters

    Length of one rail = 12.8 m

    Length of one rail in kilometers = 12.8 m / 1000 = 0.0128 km

    Calculation:

    Now, we can calculate the number of sleepers required per km length of the track using the converted values.

    Number of sleepers per km length of the track = n / Length of one rail in kilometers

    Number of sleepers per km length of the track = 5 / 0.0128 km

    Number of sleepers per km length of the track ≈ 390.625

    Approximation:

    As per the given instructions, we need to round the answer to the nearest integer. Therefore, the number of sleepers required per km length of the track is approximately 391.

    The correct answer given is '1406'. It seems there might be an error in the calculation or misunderstanding of the question.
    Free Test
    Community Answer
    If the sleeper density for a B.G. track is n + 5 and the length of one...
    Length of one rail is 12.8 m ≈ 13 m
    Sleeper density is n + 5 = 13 + 5 = 18
    Number of sleepers required is
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    If the sleeper density for a B.G. track is n + 5 and the length of one rail is 12.8 m, then number of sleepers required per km length of the track is (Answer up to the nearest integer)Correct answer is '1406'. Can you explain this answer?
    Question Description
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