




Continue to move along the beam length plotting the change in load; there is no change until the 2400# load, at which the shear drops 2400# from 2200# yielding a shear of -200#.
Again, the shear remains constant until the distributed load. At that point, it drops 400# for each foot, (or 100# for each 1/4 foot of length, etc.), with a total drop of (400#)(6ft) or 2400#. The value of the shear diagram reaches a low of -2600# at t
he end of the beam.
As soon as the magnitude of the reaction at the right support is included, the diagram should close so that the shear returns to zero. The right reaction equals 2600# so the diagram does indeed close to zero.