Explore topic-wise MCQs in Engineering Drawing.

This section includes 9 Mcqs, each offering curated multiple-choice questions to sharpen your Engineering Drawing knowledge and support exam preparation. Choose a topic below to get started.

1.

Lunes method of sphere development is also called as ________

A. poly-cylindrical method
B. Triangulation method
C. Zones method
D. Poly-conical method
Answer» B. Triangulation method
Discussion
2.

For a better approximation of sphere surface development, we need to ______

A. Decrease the number of zones and lunes division
B. Cut the sphere into half
C. Cut the sphere into circles
D. Increase the number of zones and lunes division
Answer» E.
Discussion
3.

The development of spheres is used for ______

A. Boiler construction
B. Shipbuilding
C. Domes of astronomical observations
D. Pipes construction
Answer» D. Pipes construction
Discussion
4.

Development of spheres is ______________

A. Impossible
B. True development
C. Approximate development
D. Approximate and true development
Answer» D. Approximate and true development
Discussion
5.

The zone method is also called a polyconic method of sphere development.

A. True
B. False
Answer» B. False
Discussion
6.

In the zone method, the development of zone division is shown in the _______

A. Front view
B. Side view
C. Top view
D. Cannot measure the length of the division
Answer» B. Side view
Discussion
7.

In the zone method, the length of zone division is measured from the _______

A. Front view
B. Side view
C. Top view
D. Cannot measure the length of the division
Answer» D. Cannot measure the length of the division
Discussion
8.

In the zone method when the upper half of the sphere is divided into four equal width zones, what will be the development of the uppermost zone?

A. Cone frusta
B. Circle of small radius
C. Cone of small altitude
D. Cylinder of small altitude
Answer» D. Cylinder of small altitude
Discussion
9.

The surface of the Spheres can be divided into only a certain number of zones and lunes based on the radius of the sphere.

A. True
B. False
Answer» C.
Discussion