LOADING
Question
A beam of length (L + 2a) has supports 'L' aparts with an overhang 'a' on each side. The beam carries a concentrated load 'W' at each end. The shear force between the two supports is given by:
(L + 2a) yEckbZ dh ,d /kju dh 'L' dh vkyEc ds vfrfjDr izR;sd fn'kk eas vfryVd 'a' dh vkyEc gSA /kju ds izR;sd fljs ij ladsfUnzr Hkkj 'W' gSA nks vkyEcksa ds chp vi:i.k cy gksrk gSA
A.
Zero
B.
0.5 W
C.
W
D.
2W
Answer ( Option A)

Zero

Solution

RA + RB = 2W
From symmetry, RA = RB 
So,
                           2RA = 2W
                          RAW = RB 
Shear force between supports A & B
Fx = –W + RA = –W + W = 0
So, Shear force between support A & B is zero
Also we can analyse it by shear force diagram of Beam. 

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