** 22. A box (mass 5.6 kg) sits 3 meters from the right-hand side of a 10-meter-long beam (mass 20 kg). The beam is supported on the left by a rope that is exactly 0.5 meters from the left end of the beam. On the right edge, Greg supports the beam on his head.

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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter8: Rotational Equilibrium And Dynamics
Section: Chapter Questions
Problem 91AP: The Iron Cross When a gymnast weighing 750 N executes the iron cross as in Figure lN.91a, the...
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** 22. A box (mass 5.6 kg) sits 3 meters from the right-hand side of a 10-meter-long beam
(mass 20 kg). The beam is supported on the left by a rope that is exactly 0.5 meters from the
left end of the beam. On the right edge, Greg supports the beam on his head.
9.5 m
3 m
10 m
a) Draw an extended free-body diagram for the beam.
b) Determine the magnitude of the normal force by Greg's head on the beam.
c) Find the tension in the rope.
d) The rope will break if more than 150 N of force is applied to it. If we slide the box to
the left, the tension in the rope increases. How far can we slide the box (from its starting
position) before the rope breaks?
Transcribed Image Text:** 22. A box (mass 5.6 kg) sits 3 meters from the right-hand side of a 10-meter-long beam (mass 20 kg). The beam is supported on the left by a rope that is exactly 0.5 meters from the left end of the beam. On the right edge, Greg supports the beam on his head. 9.5 m 3 m 10 m a) Draw an extended free-body diagram for the beam. b) Determine the magnitude of the normal force by Greg's head on the beam. c) Find the tension in the rope. d) The rope will break if more than 150 N of force is applied to it. If we slide the box to the left, the tension in the rope increases. How far can we slide the box (from its starting position) before the rope breaks?
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