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QUESTION: 1

Flexibility coefficients depend upon loading of the primary structure.

State whether the above statement is true or false

Solution:

Answer: b

Explanation: It does not depend upon loading of the primary structure.

QUESTION: 2

How many compatibility equations should be written if we have n no. of redundant reactions?

Solution:

Answer: b

Explanation: No. of redundant reactions and compatibility equations are equal.

QUESTION: 3

Flexibility matrix is always:-

Solution:

Answer: a

Explanation: Flexibility matrixes are always symmetric as a consequence of Betti’s law.

QUESTION: 4

Numerical accuracy of solution increases if flexibility coefficients with larger values are located:-

Solution:

Answer: a

Explanation: Numerical accuracy increases if larger coefficients are located near the main diagonal of matrix.

QUESTION: 5

Which of the following primary structure is best for computational purposes?

Solution:

Answer: a

Explanation: It is easier to compute solutions for flexibility coefficient matrix in that case.

QUESTION: 6

For computational purposes, deflected primary structure ans actual structure should be ___________

Solution:

Answer: b

Explanation: This leads to small corrections induced by redundants.

QUESTION: 7

Indeterminate analysis of a symmetrical structure is difficult from that of a non symmetric one.

State whether the above statement is true or false.

Solution:

Answer: b

Explanation: Symmetricity makes the indeterminate analysis easier.

QUESTION: 8

In general, any structure can be classified as a symmetric one :-

Solution:

Answer: d

Explanation: It is deemed as symmetric when when it develops symmetric internal loading and deflections about central axis.

QUESTION: 9

Normally, which of the following things may/may not be symmetric to develop symmetricity?

Solution:

Answer: d

Explanation: Composition, geometry and loading are generally require to be symmetric.

QUESTION: 10

Indeterminate analysis of a anti-symmetrically loaded structure is difficult from that of non symmetric one.

State whether the above statement is true or false.

Solution:

Answer: b

Explanation: Solving one side would give modulus of deflections of other side as well.

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