The perpendicular distance between the two parallel tangents is 8 meters. The central angles are equal to 15° and the radius of curvature of the first curve is equal to 185 meters. (d.) Find the...

The perpendicular distance between the two parallel tangents is 8 meters. The central angles are equal to 15° and the radius of curvature of the first curve is equal to 185 meters. (d.) Find the radius of the second curve. (e.) Find the length of the long chord from point of curvature to point of tangency. (f.) Find the stationing at point of tangency and at point of reversed curvature if the station at point of curvature is 10 + 350.