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Civil Engineering - MCQ Practice Questions

Core civil MCQs — structures, surveying, concrete & soil mechanics for GATE & PSUs.

111 questions | 100% Free

Q.1Medium

What is the degree of static indeterminacy for a fixed beam with one internal hinge?

Q.2Medium

In influence line diagram, what does the ordinate represent?

Q.3Medium

The principle of virtual work states that for equilibrium of a structure:

Q.4Medium

For a propped cantilever beam, the number of reactions is:

Q.5Medium

For a two-span continuous beam with equal spans and equal loads, which statement is true?

Q.6Medium

For a three-hinged arch, the number of independent equilibrium equations needed is:

Q.7Medium

The concept of 'release' in indeterminate structures means:

Q.8Medium

For a fixed-fixed beam of length L with uniformly distributed load w, the fixed end moment is:

Q.9Medium

In portal frame analysis, if a frame is subjected to lateral load, the type of bending is primarily:

Q.10Medium

A simply supported beam of span 10 m carries a uniformly distributed load of 5 kN/m. The maximum deflection occurs at which fraction of the span?

Q.11Medium

The degree of kinematic indeterminacy for a plane frame with 8 joints, where 3 joints are fixed supports, equals:

Q.12Medium

In slope-deflection method, the fixed-end moment for a beam AB with central point load W is:

Q.13Medium

A continuous beam with three equal spans of 6 m each carries a uniform load of 10 kN/m. Using moment distribution method, which span experiences maximum bending moment?

Q.14Medium

The stiffness coefficient k₁₂ in a stiffness matrix represents:

Q.15Medium

For a beam-column subjected to axial compression P and bending moment M, the interaction equation used in design codes is based on:

Q.16Medium

A frame with 'j' joints and 'm' members with 'r' reaction components is unstable if:

Q.17Medium

In the conjugate beam method, the conjugate load diagram is obtained by dividing the bending moment diagram of the actual beam by:

Q.18Medium

In plastic analysis of structures, the collapse load is determined by assuming:

Q.19Medium

The influence line for a reaction at support A of a simply supported beam is represented by:

Q.20Medium

In Castigliano's theorem, the partial derivative of total strain energy with respect to a load gives: