find the angle of intersection of the curve r=2sinp and r=2cosp
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i = L² / ( 6×R×Ls) Where, i - Tangent deflection angle to any point on the curve L - Length of spiral from tangent to any point Ls - Length of spiral R - Radius of Simple Curve
i = L² / ( 6×R×Ls) Where, i - Tangent deflection angle to any point on the curve L - Length of spiral from tangent to any point Ls - Length of spiral R - Radius of Simple Curve
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