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Test: Additional Remarks on The Force Method of Analysis - Civil Engineering (CE) MCQ


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10 Questions MCQ Test Structural Analysis - Test: Additional Remarks on The Force Method of Analysis

Test: Additional Remarks on The Force Method of Analysis for Civil Engineering (CE) 2024 is part of Structural Analysis preparation. The Test: Additional Remarks on The Force Method of Analysis questions and answers have been prepared according to the Civil Engineering (CE) exam syllabus.The Test: Additional Remarks on The Force Method of Analysis MCQs are made for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Test: Additional Remarks on The Force Method of Analysis below.
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Test: Additional Remarks on The Force Method of Analysis - Question 1

Flexibility coefficients depend upon loading of the primary structure.
State whether the above statement is true or false 

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 1

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

Test: Additional Remarks on The Force Method of Analysis - Question 2

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 2

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

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Test: Additional Remarks on The Force Method of Analysis - Question 3

 Flexibility matrix is always:-

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 3

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

Test: Additional Remarks on The Force Method of Analysis - Question 4

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 4

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

Test: Additional Remarks on The Force Method of Analysis - Question 5

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 5

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

Test: Additional Remarks on The Force Method of Analysis - Question 6

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 6

Answer: b
Explanation: This leads to small corrections induced by redundants.

Test: Additional Remarks on The Force Method of Analysis - 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.

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 7

Answer: b
Explanation: Symmetricity makes the indeterminate analysis easier.

Test: Additional Remarks on The Force Method of Analysis - Question 8

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 8

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

Test: Additional Remarks on The Force Method of Analysis - Question 9

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

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 9

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

Test: Additional Remarks on The Force Method of Analysis - 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.

Detailed Solution for Test: Additional Remarks on The Force Method of Analysis - Question 10

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

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