Two straight lines AB and BC intersect at a chainage of 510.23m, the angle of intersection being 126°48'. The radius of the curve is 300m. Calculate all the necessary for setting out the curve by the method o offsets from the chord produced. Assume a peg interval of 30m.

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PROBLEM: A straight railroad AL intersects the curve highway route BC as shown in the figure. Distances on the route are measured along the arc using the data specified. Find the stationing at the point of intersection "P" of the railroad and the highway curve. (USING STA C) Figue R= G00m T-180 Given: Sta V= 10 +019. 20 T= 104° %3D IT R= GOO M I 104 120 m

The long chord of a compound curve makes an angle of 20° and 38°, respectively with the tangents. The common tangent of the compound curve is parallel to the long chord that is 185 meters long. If the stationing of PC is 10+204.30, find the stationing of PT. Use by chord basis