Top 1000+ Solved Strength of Materials MCQ Questions Answer

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Q. Two beams of equal cross-sectional area are subjected to equal bending moment. If one beam has square cross-section and the other has circular section, then

a. The suitability of section will depend on the nature of loading

b. In shear, square section beam will be stronger

c. Both beams will be equally strong

d. Square section beam will be economical

e. Circular section beam will be economical

  • d. Square section beam will be economical

Q. During the tensile test on a glass rod, the nature of stress section curve is

a. Vertical line

b. Sudden break

c. Same as that for mild steel

d. Horizontal line

e. Straight line

  • b. Sudden break

Q. The plastic moment of a beam can be 50 percent more than the maximum elastic moment in case the cross-section of the beam is

a. Circular

b. Rectangular

c. Elliptical

d. I-section

e. Semi-circular

  • b. Rectangular

Q. If unit loads rest upon a beam at two points A and B, the deflection at A due to unit load at B, equals the deflection at B due to the unit load at A. This is known as

a. Rankine's theorem

b. Mohr's hypothesis

c. Castigliano's theorem

d. Maxwell's theorem

e. None of the above

  • d. Maxwell's theorem

Q. A material which recovers fully after unloading but not instantaneously is known as

a. Elastic

b. Partially elastic

c. Anelastic

d. Inelastic

e. Plastic

  • c. Anelastic

Q. Clad metals are

a. Non-ferrous materials

b. Two or more dissimilar materials riveted together

c. Two or more dissimilar materials joined together by welding

d. Two or more dissimilar materials jointed together under very high hydraulic pressure

e. None of the above

  • d. Two or more dissimilar materials jointed together under very high hydraulic pressure

Q. Hooke's Law is valid within the limits of proportionality. The limit of proportionality depends on

a. type of loading

b. area of cross-section

c. type of material

d. hardness of material

e. None of the above

  • c. type of material

Q. In case of thin walled cylinders the ratio of hoop stress to radial stress is

a. 2

c. 4

d. None of the above

  • e. None of the above
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