SHOW THE ILLUSTRATION/DIAGRAM AND COMPLETE SOLUTION. 2. Two tangents intersects at an angle of 46°40’ are to be connected by a reversed curved. The tangent distance from the point of intersection of the tangents to the P.T. of the reversed curved is 48.60m. The bearing of the back tangent is S 43°20’ W. The radius of the curve through the P.C. is 240m and the distance from the point of intersection of tangents to the P.C. of the reversed curve is 360.43m. a. Determine the radius of the other branch of the curve. b. If the stationing of P.C. is 10+420, what is the station of PRC. c. What is the station of P.T
SHOW THE ILLUSTRATION/DIAGRAM AND COMPLETE SOLUTION. 2. Two tangents intersects at an angle of 46°40’ are to be connected by a reversed curved. The tangent distance from the point of intersection of the tangents to the P.T. of the reversed curved is 48.60m. The bearing of the back tangent is S 43°20’ W. The radius of the curve through the P.C. is 240m and the distance from the point of intersection of tangents to the P.C. of the reversed curve is 360.43m. a. Determine the radius of the other branch of the curve. b. If the stationing of P.C. is 10+420, what is the station of PRC. c. What is the station of P.T
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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SHOW THE ILLUSTRATION/DIAGRAM AND COMPLETE SOLUTION.
2. Two tangents intersects at an angle of 46°40’ are to be connected by a reversed curved. The tangent distance from the point of intersection of the tangents to the P.T. of the reversed curved is 48.60m. The bearing of the back tangent is S 43°20’ W. The radius of the curve through the P.C. is 240m and the distance from the point of intersection of tangents to the P.C. of the reversed curve is 360.43m.
a. Determine the radius of the other branch of the curve.
b. If the stationing of P.C. is 10+420, what is the station of PRC.
c. What is the station of P.T
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