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    Which of the following is correct expression to find the hypotenusal allowance used to compute horizontal distance on a sloping ground?, where Ɵ=A
    Question

    Which of the following is correct expression to find the hypotenusal allowance used to compute
    horizontal distance on a sloping ground?, where Ɵ=Angle of sloped ground

    A.

    Measured length on sloped ground(1-cosƟ )

    B.

    Measured length on sloped ground(1-SecƟ )2

    C.

    Measured length on sloped ground(SecƟ -1)

    D.

    Measured length on sloped ground(1-cosƟ )2

    Correct option is C



    Let α = the angle of slope of the ground and AD = AB =Measured distance
    Then AC = measured distance × sec α and BC = AC – AB = (Sec α - 1) × measured distance
    The amount (sec α – 1) × measured distance is known as a hypotenusal allowance.
    • The chain is stretched in the direction AB and the arrow is placed in advance of the end B of the
    chain by an amount equal to (BC), the hypotenusal allowance, such that the horizontal
    equivalent of the total distance i.e. (chain length + hypotenusal allowance) is equal to one chain
    length.
    • The next chain length starts from C and the process is continued until the end of the line is
    reached. The required horizontal distance is the equal to number of chains measured

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