If Δ is the angle of deflection of a simple curve of radius R, the length of the curve is-A-B-C-D-.-B-

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B  This is basically derived by comparing the length of the arc (S) &amp; its corresponding angle (&Delta; ) to the circumference of the circle (2&amp;pi*r) &amp; its corresponding angle (360 deg)... S/&Delta; = 2&pi;*r/360, S = &pi;*r*&delta; /180.

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If Δ is the angle of deflection of a simple curve of radius R, the length of the curve is

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If Δ is the angle of deflection of a simple curve of radius R, the length of the curve is

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