A Uniform 80.0 kg that is 10 meters long is at rest supported at its left end and supported by a vertical rope located 3 meters from its right end and a 60 kg woman stands at the right end of the beam.
A- Draw a free body diagram of the beam
B- find the tension of the rope
C- find the force that the column exerts on the left end of the beam.
Given
say uniform beam of mass 80 kg , of length l = 10 m
supported at its left end
vertical rope is supported at 7 m from left end and 3 m from right end
woman of 60 kg stands at right end
from the FBD
the forces along x axis and y axis
so that the system is in equilibrium , the torques acting in x, y directions can be written as
the torques acting along vertical direction are
T*7 - 5*80*10 - 7*60*10 = 0
T = 1171.43 N
b.
here the Fx = 0 N
and for Fy + T = 800 + 600
Fy = 8200 - 1171.43 = 7028.57 N
the net force is F = 7028.57 N
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