PPSCFPSCNTSPakistan govt jobs
- Subject
- Theory of Structurescivil-engineering-mcqs › theory-of-structures
- Published
- 17 Jan 2019
- Last updated
- 28 May 2026
Explanation
Using the given distances, the triangle formed by points A, D, and D' is a right triangle since AD² + DD'² = AD'² (4² + 3² = 5²). This implies the angle between the reactions at A and B is 90 degrees.
More Theory of Structures MCQs
Practice related questions from the same subject.
- 1.What is the formula for the maximum deflection of a close-coiled helical spring?
- 2.Which of the following statements about the strains and volumetric change in a liquid-filled cylinder is correct?
- 3.What is the moment of inertia of a rectangular section with width B and depth D about an axis through its centroid and parallel to the width?
- 4.Which of the following statements is accurate regarding load and shear force relationships?
- 5.Which of the following statements is accurate?
- 6.Identify the false statement regarding the factors affecting the torsional resistance of a shaft. The torsional resistance is directly proportional to which of the following?
- 7.Which of the following statements is accurate?
- 8.The formula P = 4²EI / L² represents Euler’s critical buckling load for which of the following end conditions?
More in Civil Engineering Mcqs
- Airport Engineering
- Applied Mechanics and Graphic Statics
- Building Materials and Construction
- Construction Planning and Management
- Design of Concrete Structures
- Design of Masonry Structures
- Design of Steel Structures
- Dock and Harbor Engineering
- Elements of Remote Sensing
- Engineering Economy
- Environmental Engineering
- Estimating and Costing
- Fluid Mechanics
- Highway Engineering
- Hydraulics and Fluid Mechanics
- Irrigation, Water Resources Engineering and Hydrology
- RCC Structures Design
- Railway Engineering
- Soil Mechanics and Foundation Engineering
- Strength of Materials
- Structural Analysis
- Structural Design Specifications
- Surveying
- Tunnel Engineering
- Waste Water Engineering
- Water Supply Engineering