A circular road having curve of 8° curvature is to be 6 m. wide on the tangents and 6.75 m. wide along the main part of the curve. The P.C. is at station 5 + 100 and widening is to be completed at station 5 + 115. a) Compute the stationing of the P.C. of the approach curve at the inner edge. b) Compute the radius of the approach curve at the inner edge. c) Compute the degree of curve of the approach curve at the inner edge.

Structural Analysis
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Chapter2: Loads On Structures
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Please see the image attached. ope you can answer is thank you =((

Problem No. 1
A circular road having curve of 8° curvature is to be 6 m. wide on the tangents and 6.75 m. wide along
the main part of the curve. The P.C. is at station 5 + 100 and widening is to be completed at station 5 +
115.
a) Compute the stationing of the P.C. of the approach curve at the inner edge.
b) Compute the radius of the approach curve at the inner edge.
c) Compute the degree of curve of the approach curve at the inner edge.
Transcribed Image Text:Problem No. 1 A circular road having curve of 8° curvature is to be 6 m. wide on the tangents and 6.75 m. wide along the main part of the curve. The P.C. is at station 5 + 100 and widening is to be completed at station 5 + 115. a) Compute the stationing of the P.C. of the approach curve at the inner edge. b) Compute the radius of the approach curve at the inner edge. c) Compute the degree of curve of the approach curve at the inner edge.
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