A.Rectangle
B.Triangle
C.Parabola
D.Cubic parabola
E.None of the above
Related Mcqs:
- The bending moment diagram in case of a cantilever beam carrying a linearly varying load from zero at free end to maximum at supported end will be a
- A rectangular beam 200 mm deep by 100 mm wide-subjected to maximum bending moment of 500 kNm. The maximum stress in the beam will be
- The ratio of bending moment at the centre of a simply supported beam of effective length L subjected to a central load W with that when the load W is uniformly distributed, will be
- A beam supporting a uniformly distributed load over its entire length L is pinned at one end and passes over a roller support at a distance x from the other end. The value of x such that the greatest bending moment in the beam is as small as possible, will be
- 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
- In case of a beam subjected to pure bending
- In a beam where shear force is maximum the bending moment will be
- A cantilever beam of square section is subjected to a load W at the free end. If the length of the beam is doubled and load reduced to half, the deflection at the free end as compared to original deflection would be
- A beam fixed at both ends with a central load W in the middle will have zero bending moment as
- For beam of length L fixed at two ends A and B and loaded W at the centre C the maximum bending moment will
