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The maximum bending moment in a purlin of length 17 m subjected to a distributed load of 1.9 MN/m is ______________ MN/m. (Answer up to two decimal places)
    Correct answer is '3.23'. Can you explain this answer?
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    The maximum bending moment in a purlin of length 17 m subjected to a ...
    Given Data:
    - Length of purlin (L) = 17 m
    - Distributed load (w) = 1.9 MN/m

    Formula:
    The maximum bending moment (M) in a simply supported beam with a uniformly distributed load can be calculated using the formula:

    M = (wL^2)/8

    Calculation:
    Substituting the given values into the formula:

    M = (1.9 MN/m) * (17 m)^2 / 8
    M = (1.9 * 17^2) / 8
    M = (1.9 * 289) / 8
    M = 547.1 / 8
    M = 68.39 MN.m

    Answer:
    The maximum bending moment in the purlin is approximately 68.39 MN.m. Rounded to two decimal places, the answer is 68.39 MN.m.
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    Community Answer
    The maximum bending moment in a purlin of length 17 m subjected to a ...
    Given: L = 17 m and w = 1.9 MN/m
    Maximum bending moments in purlin is
    = 3.23 MN/m
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    The maximum bending moment in a purlin of length 17 m subjected to a distributed load of 1.9 MN/m is ______________ MN/m. (Answer up to two decimal places)Correct answer is '3.23'. Can you explain this answer?
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