Area Computation and Tacheometric Surveying MCQs

Welcome to our comprehensive collection of Multiple Choice Questions (MCQs) on Area Computation and Tacheometric Surveying, a fundamental topic in the field of Surveying. Whether you're preparing for competitive exams, honing your problem-solving skills, or simply looking to enhance your abilities in this field, our Area Computation and Tacheometric Surveying MCQs are designed to help you grasp the core concepts and excel in solving problems.

In this section, you'll find a wide range of Area Computation and Tacheometric Surveying mcq questions that explore various aspects of Area Computation and Tacheometric Surveying problems. Each MCQ is crafted to challenge your understanding of Area Computation and Tacheometric Surveying principles, enabling you to refine your problem-solving techniques. Whether you're a student aiming to ace Surveying tests, a job seeker preparing for interviews, or someone simply interested in sharpening their skills, our Area Computation and Tacheometric Surveying MCQs are your pathway to success in mastering this essential Surveying topic.

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Area Computation and Tacheometric Surveying MCQs | Page 1 of 5

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Q1.
Which of the following represents the correct set of ordinate rules used?

a.

Average ordinate rule, Trapezoidal rule

b.

Mid-ordinate rule, Mean ordinate rule

c.

Mid-ordinate rule, Average ordinate rule

d.

Trapezoidal rule, Mean ordinate rule

Discuss
Answer: (c).Mid-ordinate rule, Average ordinate rule
Q2.
Find the length of the base line if the number of divisions are 4 and d = 1.5m.

a.

2 m

b.

6 m

c.

2.5 m

d.

8 m

Discuss
Answer: (b).6 m
Q3.
Ordinate rule is based on which of the following assumptions?

a.

Boundaries of the offsets are straight lines

b.

Boundaries of the offsets are perpendicular

c.

Boundaries of the offsets are curves

d.

Boundaries of the offsets are parabolic

Discuss
Answer: (a).Boundaries of the offsets are straight lines
Q4.
The area of the figure from ordinate rule can be determined as__________

a.

A = average ordinate * perimeter

b.

A = average ordinate * breadth

c.

A = average ordinate * area

d.

A = average ordinate * length of base

Discuss
Answer: (d).A = average ordinate * length of base
Q5.
Calculate the area by mid-ordinate rule if the value of d = 2m and the ordinates are given as 24.69m, 42.96 m, 26.74m.

a.

188.87 sq. m

b.

881.78 sq. m

c.

188.78 sq. m

d.

198.78 sq. m

Discuss
Answer: (c).188.78 sq. m
Q6.
Among the area calculation methods, which is more accurate?

a.

Area by co-ordinates

b.

Area by Simpson’s one-third rule

c.

Area by double mean distances

d.

Area by offsets

Discuss
Answer: (b).Area by Simpson’s one-third rule
Q7.
Calculate the area by average co-ordinate rule, by using the offsets provided taken at 10m interval.

4.16, 6.34, 7.89, 6.54, 5.67, 7.76, 8.52, 5.87, 6.21

a.

245.08m

b.

542.08 m

c.

524.08 m

d.

528.04 m

Discuss
Answer: (b).542.08 m
Q8.
Find the value of number of divisions if the area is 543.89 sq. m and the summation of the co-ordinates is given as 223.98 m.

a.

2.42 m

b.

2.24 m

c.

4.22 m

d.

2.56 m

Discuss
Answer: (a).2.42 m
Q9.
The calculation of area by ordinate rule and Simpson’s rule will come under which category?

a.

Area by double mean distances

b.

Area by co-ordinates

c.

Area by triangles

d.

Area by offsets

Discuss
Answer: (d).Area by offsets
Q10.
Which of the following indicates the formula for area by average co-ordinate method?

a.

Δ = (L * ∑O)/(n+1)

b.

Δ = (L * ∑O)/(n-1)

c.

Δ = (L + ∑O)/(n+1)

d.

Δ = (L – ∑O)/(n+1)

Discuss
Answer: (a).Δ = (L * ∑O)/(n+1)
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