Two tangents making an angle of 62° from each other is connected by a simple curve. A point "x" on the curve has an offset distance of 60 m from the back X tangent and is located by a distance along the back tangent from the PC equal to 240 m. The PC is at station 10+080. a. Compute the radius of the curve Answer: R= [radius] m b. Compute the tangent distance of the curve. Answer: T=[tangent] m points c. Compute the stationing of point "x" on the curve. Answer: Sta "x"= [Stax]

Structural Analysis
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ISBN:9781337630931
Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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Two tangents making an angle of 62° from each other is connected by a simple curve. A point "x" on the curve has an offset distance of 60 m from the back
tangent and is located by a distance along the back tangent from the PC equal to 240 m. The PC is at station 10+080.
a. Compute the radius of the curve
Answer: R= [radius] m
b. Compute the tangent distance of the curve.
Answer: T=[tangent] m
c. Compute the stationing of point "x" on the curve.
Answer: Sta "x"= [Stax]
Transcribed Image Text:Two tangents making an angle of 62° from each other is connected by a simple curve. A point "x" on the curve has an offset distance of 60 m from the back tangent and is located by a distance along the back tangent from the PC equal to 240 m. The PC is at station 10+080. a. Compute the radius of the curve Answer: R= [radius] m b. Compute the tangent distance of the curve. Answer: T=[tangent] m c. Compute the stationing of point "x" on the curve. Answer: Sta "x"= [Stax]
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