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The angle at point of intersection of tangents indicate____________Which of the following curves helps in avoiding overturning of vehicles?The tangent distance of a long curve is given as____________
Options:
A .  Radius of the arcSimple curve\(T = t_l – (t_s + t_l) \frac{sin⁡(Δ1)}{sin⁡Δ}\)
B .  Angle of the arcTransition curve\(T = t_l + (t_s – t_l) \frac{sin⁡(Δ1)}{sin⁡Δ}\)
C .  Curvature angleCompound curve\(T = t_l + (t_s + t_l) \frac{sin⁡(Δ1)}{sin⁡Δ}\)
D .  Deflection angleReverse curve\(T = t_l + (t_s + t_l) \frac{sin⁡(Δ1)}{sin⁡Δ}\)
Answer: Option A
Answer: Deflection angleTransition curve\(T = t_l + (t_s + t_l) \frac{sin⁡(Δ1)}{sin⁡Δ}\)

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