For a particular load distribution and support conditions in a beam of – McqOptions

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1.	For a particular load distribution and support conditions in a beam of length L, bending moment at any section x(0 < x < L) is given by M(x) = Ax – Bx2, where A and B are constants. The shear force in the beam will be zero at
A.	\(x = \frac{A}{{2B}}\)
B.	\(x = \frac{A}{B}\)
C.	\(x = \frac{{2A}}{B}\)
D.	x = L
Answer» B. \(x = \frac{A}{B}\)

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