Q. Central position of curve can be set by _________

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Q. Which of the following represents the correct set of classification in the method of setting offset by tangent method?

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Q. Find the radial offset if radius of the curve is given as 23.65m and the offset placement is at 15m.

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Q. Set a radial offset by using the approximate method with radius of the curve given as 25.76m and the offset distance as 5m.

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Q. Find the perpendicular offset by using the general method, with radius of the curvature being 70.98m and the offset distance about 9m.

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Q. Set a perpendicular offset using the approximate method, having radius of curvature as 47.43m and the offset distance being 8m.

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Q. The method of deflection distances is used in which of the following cases?

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Q. The method of producing offsets from the chords can also be named as ____________

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Q. Which of the following indicates the formula used in deflection distances?

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Q. Which of the following process can be adopted as an alternative of theodolite?

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Q. Errors in deflection distances method are distributed to all the points.

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Q. Closing error can also be known as __________

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Q. While producing offsets by deflection distances method, the last offset must coincide with the beginning.

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Q. Determine the first offset if the chord length is given as 23.98m and the radius is given as 5.87m.

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Q. Find the value of last offset, if the lengths of first and second chords are given as 45.87m and 62.87m with radius of curve 69.76m and length of chain being 30m.

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Q. Find the value of chord length if the offset is given as 36.54m and the radius include 3.43m.

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Q. Rankine’s method will come under which of the following classification?

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Q. In Rankine’s method it is assumed that length of arc is equal to its chord.

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Q. According to Rankine’s method, the formula for finding deflection angle can be given as ____________

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Q. Rankine’s method can be applied for setting curves of large radius.

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