Problem 01 - Simple Curve Problem The angle of intersection of a circular curve is 45° 30' and its radius is 198.17 m. PC is at Sta. 0 + 700. Compute the right angle offset from Sta. 0 + 736.58 on the curve to tangent through PC. A. 2.98 m B. 3.37 m C. 3.09 m D. 3.87 m Solution Click here to expand or collapse this section Length of curve from PC to A: s=736.58−700 s=36.58 m Angle subtended by arc s from the center of the curve: sθ=2πR360∘ 36.58θ=2π(198.17)360∘ θ=10.58∘ Length of offset x: cosθ=R−xR x=R−Rcosθ=198.17−198.17cos10.58∘ x=3.37 m [ B ] answer Tags circular road circular curve simple curve offset distance perpendicular offset right angle offset Log in or register to post comments Book traversal links for Problem 01 - Simple Curve Simple Curves Up Problem 02 - Simple Curve