Q. If the area of the traverse is 645.32 sq. m and the change in the wheel readings can be given as 10, find the value of multiplier constant.

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Q. If the area of traverse is drawn to a scale 1ꞌꞌ = 23 ft, find the change in area if the original area is 497.76 sq. in.

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Q. Find the value of I if the area of the field is given as 234.315 sq. m, M = 22.15 sq. m, F = 3.256, N = 1, C = 26.43.

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Q. A prismoid is a combination of which of the following?

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Q. The trapezoidal and prismoidal formulae were derived based on the assumption that end sections are in parallel planes.

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Q. Prismoidal rule is also known as__________

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Q. The prismoidal formula is used for the calculation of__________

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Q. Calculate the total volume if number of sides = 3 and d = 2 m. The values of area can be given as 117.98 sq. m, 276.54 sq. m and 98.43 sq. m.

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Q. In prisomidal rule, it is necessary to have odd number cross sections.

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Q. Which of the following must be done for obtaining equivalent area?

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Q. If the area of mid section is 345.98 sq. m and the individual areas A1, A2 are 123.31 and 157.31 respectively, d = 5m. Find the volume of the pyramid.

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Q. Which of the following indicates the formula for prisomidal correction?

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Q. Find the area of first prismoid if the areas of A1, A2 and A3 are 145.31, 257.43 and 59.67 respectively with a distance of 2.5 m.

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Q. The trapezoidal formula can be applied only if __________

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Q. Trapezoidal formula is also known as ____________

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Q. Which of the following indicates the assumption assumed in the trapezoidal formula?

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Q. Prismoidal correction can be applied to the trapezoidal formula.

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Q. Calculate the volume of third section, if the areas are 76.32 sq. m and 24.56 sq. m with are at a distance of 4 m.

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Q. If the areas of the two sides of a prismoid represent 211.76 sq. m and 134.67 sq. m, which are 2 m distant apart, find the total volume using trapezoidal formula. Consider n=3.

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Q. In trapezoidal formula, volume can be over estimated.

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