Maximum bending moment for simply supported beam with udl over entire – McqOptions

MCQOPTIONS

1.	Maximum bending moment for simply supported beam with udl over entire length of beam, if W = weight of beam and L = length of beam, is:
A.	WL/8
B.	WL2/8
C.	WL/4
D.	WL2/4
Answer» B. WL2/8

Discussion

No Comment Found

Related MCQs

A diagram which shows the variation of the axial load at all sections along the span of a beam is
Bending moment at any point is equal to algebraic sum of ________.
A simply supported beam of span L carrying a point load w at the centre of the beam. The maximum bending moment is
Point of contraflexure occur when:
A rigid bar shown in the figure is hinged at A, is supported by a rod at B and carries a load W at C. The resistive force in the rod is -
A simply supported beam of length l, carries load w(x) = wox over the entire span. Location of the maximum bending moment in the beam at x will be
Basic equation of deflection (y) of the beam is represented by \(EI\frac{{{d^2}y}}{{d{x^2}}} = M\), where EI → flexural rigidity and M → Bending moment, then \(EI\frac{{{d^3}y}}{{d{x^3}}}\) will be:
In a beam of I-section, which of the following parts will take the maximum shear stress when subjected to traverse loading?1. Flange2. WebSelect the correct answer using the code given below.
Calculate the value of thrust (in kN) at the point A for the figure shown below.
A beam ABCD, 6 m long is supported as B and C, 3m apart with overhangs AB = 2m C, end CD = 1m. It carries a uniformly distributed load of 100 kN/m over its entire length:The maximum magnitudes of the bending moment and shear force are