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1
GATE CE 2006
MCQ (Single Correct Answer)
+1
-0.3
Assuming concrete below the neutral axis to be cracked, the shear stress across the depth of a singly-reinforced rectangular beam section
A
Increase parabolically to the neutral axis and then drops suddenly to zero value.
B
Increases parabolically to the neutral axis and then remains constant over the remaining depth.
C
Increases linearly to the neutral axis and then remains constant up to the tension steel.
D
Increases parabolically to the neutral axis and then remains constant up to the tension steel.
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Construction Material and Management
Critical Path Method Construction Materials Program Evolution Review Technique
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Angular Measurements and Compass Survey Basic Concepts Linear Measurements and Chain Survey
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Work Energy Principle and Impulse Momentum Equation Equilibrium of Force Systems
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Evaporation and Transpiration Precipitation and Frequency of Rainfall Data
Transportation Engineering
Highway Geometric Design Highway Devolopment and Planning
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Centroid and Moment of Inertia Torsion Pure Bending Shear Stress In Beams Strain Energy Method Columns and Struts Complex Stress Deflection of Beams Thin Cylinder Simple Stresses Shear Force and Bending Moment Propped Cantilever Beam
Reinforced Cement Concrete
Singly Reinforced Sections Workmenship and Fundamentals Doubly Reinforced Sections Flanged Beams Limit State of Collapse Shear Limit State of Collapse Torsion Limit State of Collapse Compression Footings Bond Limit State of Serviceability Prestressed Concrete Slabs
Steel Structures
Materials and Specifications Tension Members Riveted Joints and Bolted Joints Welded Connections Eccentric Connections Compression Members Beams Plate Girder
Irrigation
Water Requirement of Crops Gravity Dams and Spillways
Environmental Engineering
Sources and Coveyances Water Water Demand Quality Control of Water
Engineering Mathematics
Probability and Statistics Differential Equations Transform Theory Calculus Complex Variable Linear Algebra Vector Calculus Numerical Methods
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Energy Principle Truss Stability and Static Indeterminacy Methods of Analysis Indeterminacy Arches and Cable Slope Deflection Method Matrix Method Moment Distribution Method Influence Line Diagram Plastic Analysis
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