The shear force at the point of contraflexure in the beam shown below is
F2 Vinanti Engineering 29.05.23 D1

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UKPSC AE Civil 24 April 2022 Official Paper I
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  1. \(\frac{{\rm{M}}}{{\rm{a}}}\)
  2. \(\frac{{\rm{M}}}{{\rm{b}}}\)
  3. \(\frac{{\rm{M}}}{{\rm{L}}}\)
  4. 0

Answer (Detailed Solution Below)

Option 3 : \(\frac{{\rm{M}}}{{\rm{L}}}\)
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ST 1: Theory of Structures - UKPSC AE Civil
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Explanation:
F2 Vinanti Engineering 29.05.23 D2

∑M = 0

⇒ RB × L + M = 0

⇒ \({R_B} = \frac{-M}{L}\)

∑Fy = 0 

⇒RA + RB = 0

So, RA = M/L

The SED & BMD will work like this.

F5 Madhuri Engineering 30.06.2022 D10

So, the shear force at the point of contra flexure (C) is M/L

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