A circular curve is to be set out by bearing and distance methods from two control points. During the design of the curve, the coordinates of the entry tangent point T and the bearing of the tangent length TI were obtained as follows: Bearing TI 110°17'16" T 1359.67 mE, 2165.44 mN. Calculate the coordinates of the points on the centre line of the curve at exact 25 m multiples of throu
A circular curve is to be set out by bearing and distance methods from two control points. During the design of the curve, the coordinates of the entry tangent point T and the bearing of the tangent length TI were obtained as follows: Bearing TI 110°17'16" T 1359.67 mE, 2165.44 mN. Calculate the coordinates of the points on the centre line of the curve at exact 25 m multiples of throu
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A circular curve is to be set out by bearing and distance methods from two control points. During the design of the curve, the coordinates of the entry tangent point T and the bearing of the tangent length TI were obtained as follows: Bearing TI 110°17'16" T 1359.67 mE, 2165.44 mN. Calculate the coordinates of the points on the centre line of the curve at exact 25 m multiples of through chainage.
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