Explore topic-wise MCQs in Structural Analysis.

This section includes 12 Mcqs, each offering curated multiple-choice questions to sharpen your Structural Analysis knowledge and support exam preparation. Choose a topic below to get started.

1.

What will be the value of relative deflections of tangents at point A and B at point B?

A. 20/3EI
B. 40/3EI
C. 80/3EI
D. 160/3EI
Answer» D. 160/3EI
2.

To calculate relative deflections of tangents at point A and B at point B, which part of area should be considered?

A. A to B
B. A to C
C. C to B
D. can’t say
Answer» B. A to C
3.

To calculate relative deflections of tangents at point A and B at point B, about which point should we moment of the required part of area?

A. A
B. B
C. C
D. can’t say
Answer» C. C
4.

What is the value of maximum deformation in this case?

A. 80/3EI
B. 120/3EI
C. 180/3EI
D. 40/3EI
Answer» B. 120/3EI
5.

To calculate maximum deformation in deflected beam, about which point should we take moment of the required part of area?

A. A
B. B
C. C
D. can’t say
Answer» B. B
6.

To calculate maximum deformation in the deflected beam, which part of the area should be considered?

A. from A to B
B. from A to C
C. from B to C
D. can’t say
Answer» C. from B to C
7.

What is the value of slope at point B wrt initial beam?

A. 10/EI
B. 20/EI
C. 30/EI
D. 40/EI
Answer» E.
8.

What should be the area that should be considered if we want to find slope at point B wrt initial beam?

A. from A to C
B. from A to B
C. from C to B
D. depends upon the loading condition
Answer» D. depends upon the loading condition
9.

What is the peak value of BMD of this figure (all options are in KN-m)?

A. 10/EI
B. 20/EI
C. 30/EI
D. 40/EI
Answer» E.
10.

Where is the peak point of SFD?

A. A
B. C
C. B
D. between A and C
Answer» B. C
11.

What is the shape of BMD for this diagram?

A. Rectangular
B. Triangular
C. Parabolic
D. Arbitrary curve
Answer» C. Parabolic
12.

What is the shape for SFD of this diagram?

A. Linear
B. Parabolic
C. Linear with discontinuity
D. Arbitrary curve
Answer» D. Arbitrary curve