A beam of length L=6m is subject to a distributed load which weighs
(that is acting downwards onto the beam) 60 kN/m. The load starts at
x=L/3 and extends all the way to the right end of the beam.
Determine the total weight of the load.
Determine the support forces R_{1} and R_{2}.
Determine the values of the internal shear force V(x) and
that of the internal moment M(x)
at x= 0.0 m
at x= 2.0 m
at x= 3.0 m
at x= 4.5 m
at x= 6.0 m
Provide a sketch of the shear force and of the moment diagram guided
by the values you calculated above.