The long chord of a compound curve is equal to 250 meters. The PC of this curve is at STA 10+000 and the P.c.C. is at 10+139.393. The angle that the chord connecting the P.C. and P.C.C. makes with the tangent passing through P.C. is equal to 4 °. Assuming that the common tangent is parallel to the long chord, determine the following: a. Radius1 b. Radius2
The long chord of a compound curve is equal to 250 meters. The PC of this curve is at STA 10+000 and the P.c.C. is at 10+139.393. The angle that the chord connecting the P.C. and P.C.C. makes with the tangent passing through P.C. is equal to 4 °. Assuming that the common tangent is parallel to the long chord, determine the following: a. Radius1 b. Radius2
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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