Q. Find the value of radius of curvature, if the degree of the curve is given as 7˚.

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Q. Determine the value of long curve length of a compound curve, if the radius of curvature is given as 56.87m and the deflection angle is given as 65˚43ꞌ.

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Q. Find the value of the chainage of T1 by using the chainage of P.I and the tangent distance is given as 1024.31m and 707.57m.

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Q. Determine the short curve tangent distance by using the short curve and long curve tangent lengths given as 54.98m and 89.32m. The deflection angles at P.I and at long curve are given as 86˚45ꞌ and 43˚31ꞌ.

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Q. Find the chainage of second tangent point, if the chainage at the point of compound curve is given as 2345.87m and the curve length can be given as 568.54m.

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Q. All the necessary calculations will be done before setting the curve.

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Q. Reverse curve is a combination of two simple curves.

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Q. Which of the following provides the best case for setting the reverse curve?

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Q. Which of the following curves is not used in case highways?

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Q. Which of the following cases is generally adopted in the reverse curve?

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Q. Which of the following case is assumed in a reverse curve?

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Q. Chainage at the point of reverse curve can be given as__________

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Q. A Reverse curve can be set by which of the following methods?

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Q. Which of the following indicates the correct set of the cases employed in reverse curves?

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Q. In case of parallel straights, the length of the curve is given as__________

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Q. The formula of length of tangent is given as___________

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Q. Calculate the short tangent length, if the radius of curvature is given as 56.21m and the deflection angle as 32˚54ꞌ.

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Q. Determine the common tangent of a reverse curve if the radius of curvature and deflection angles is given as, 43.57m, 32˚43ꞌ and 65˚76ꞌ.

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Q. Find the value of tangent distance, possessing radius of curvature as 24.89m, common tangent 65m length and having deflection angles as 24˚56ꞌ and 76˚32ꞌ.

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Q. Calculate the chainage of P.R.C, if the chainage of Tangent is 567.54m and the curve length is about 65m.

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