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The VPI (vertical point of intersection) is 100 m away (when measured along the horizontal) from the VPC (vertical point of curvature). If the vertical curve is parabolic, the length of the curve (in meters and measured along the horizontal) is ______
    Correct answer is '200'. Can you explain this answer?
    Verified Answer
    The VPI (vertical point of intersection) is 100 m away (when measured ...
    VPI is horizontally midway between VPC and VPT
    VPC = VPI – L/2
    ⇒ O = 100 – L/2
    ⇒ L = 200m
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    Most Upvoted Answer
    The VPI (vertical point of intersection) is 100 m away (when measured ...
    Explanation:

    • Given, VPI is 100 m away from VPC when measured along the horizontal.

    • For a parabolic vertical curve, the distance between VPI and VPC is equal to the length of the curve.

    • Therefore, the length of the curve is 100 m x 2 = 200 m, as the distance from VPI to VPC is covered twice (once for the approach and once for the departure).

    • Hence, the length of the curve is 200 meters (measured along the horizontal).

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    The VPI (vertical point of intersection) is 100 m away (when measured along the horizontal) from the VPC (vertical point of curvature). If the vertical curve is parabolic, the length of the curve (in meters and measured along the horizontal) is ______Correct answer is '200'. Can you explain this answer?
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