Q. For setting the curve, chord must be divided into even number of equal parts.

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Q. Which of the following indicates the formula for setting a long chord by using ordinate?

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Q. General method can be adopted when radius of the curve is large.

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Q. In approximate method, the value of x is measured from ____________

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Q. Which of the following indicates the formula for determining ordinate in an approximate method?

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Q. Find the value of ordinate at a distance of 10m having radius of 22.92m with mid-ordinate12.12.

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Q. If the value of O₀ = 24.62 and R = 4m, find the value of l using the general method of long chords.

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Q. Which of the following indicates the formula for a general method by ordinate of long chords?

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Q. What will be value of ordinate placed at a distance of 20m having radius and length as 72.46m and 42.92m respectively?(use approximate method)

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Q. Which of the following indicates the formula for linear method of bisection of arcs?

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Q. Find the perpendicular distance if the radius of the curve is given as 10.26m and the angle as θ = 10˚24ꞌ.

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Q. The bisection of chords method involves more accuracy.

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Q. Set a perpendicular offset for A and B using the radius and the angle given. R = 34.76m and θ = 14˚76ꞌ.

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Q. Which of the following represents the replication of versine?

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Q. Perpendicular offsets can be set out after__________

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Q. Which of the following describes the advantage of bisection of chords method?

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Q. Find the perpendicular offset using successive bisection of chords, with radius 34.98m and length 12.65 m.

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Q. The successive bisection of chords comes under which of the following category?

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Q. Perpendicular chords can be obtained by using the successive bisection method.

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Q. Which process can be used for setting a small curve?

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