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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.1Hard

In matrix method of structural analysis, the stiffness matrix [K] is:

Q.2Hard

A frame with 'j' joints, 'm' members, and 'r' reaction components is indeterminate with degree:

Q.3Hard

The Castigliano's first theorem relates:

Q.4Hard

In Williot-Mohr diagram for a truss, what do the lines represent?

Q.5Hard

A simply supported beam with central point load shows maximum deflection at:

Q.6Hard

A parabolic arch carries a uniformly distributed load. At the crown (center) of the arch, the horizontal thrust is minimum when the rise-to-span ratio is:

Q.7Hard

In a moving load problem on a simply supported beam, the maximum bending moment under a point load occurs when the load is positioned:

Q.8Hard

For a beam with varying moment of inertia, the flexibility coefficient method requires:

Q.9Hard

In the direct stiffness method, the global stiffness matrix is formed by:

Q.10Hard

In plastic hinge formation, the condition for plastic collapse is:

Q.11Hard

For a beam element in finite element analysis, the shape functions are typically:

Q.12Hard

For a portal frame with fixed bases and pinned roof, subjected to horizontal load, the degree of indeterminacy is:

Q.13Hard

A symmetric three-hinged parabolic arch carrying uniformly distributed load has maximum bending moment at:

Q.14Hard

In plastic analysis, the load factor for a structure is the ratio of:

Q.15Hard

For a continuous beam analyzed using the unit load method for deflection, the fictitious load pattern applied is:

Q.16Hard

In finite element analysis of a 2D structure, the global stiffness matrix is assembled using the principle of:

Q.17Hard

For buckling analysis of a column, the eigenvalue obtained from the stability equation represents:

Q.18Hard

In plastic hinge analysis of a continuous beam, the number of plastic hinges formed before collapse for an n-span beam is:

Q.19Hard

The degree of static indeterminacy for a continuous beam with 4 spans and fixed supports at both ends is:

Q.20Hard

For a 2D frame structure with 10 joints and 15 members, and assuming 3 reaction components, the degree of static indeterminacy is: