A 2.0 m long uniform beam weighs 150.0N and supports a 550.0 N load at one end as shown in Figure 1. The beam is hinged to a wall and is held at rest by a cable. cable Figure 1 35° beam 80 ст load (a) Calculate the tension in the cable. N (b) Calculate the horizontal reaction force acting on the beam from the hinge. N (c) Calculate the vertical reaction force acting on the beam from the hinge.

Physics for Scientists and Engineers: Foundations and Connections
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Chapter14: Static Equilibrium, Elasticity, And Fracture
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Problem 33PQ: Problems 33 and 34 are paired. One end of a uniform beam that weighs 2.80 102 N is attached to a...
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A 2.0 m long uniform beam weighs 150.0 N and supports a 550.0 N load at one end as shown in Figure 1. The beam is hinged to a wall and is held at rest by a cable.
cable
Figure 1
35°
beam
80 cm
load
(a) Calculate the tension in the cable.
N
(b) Calculate the horizontal reaction force acting on the beam from the hinge.
N
(c) Calculate the vertical reaction force acting on the beam from the hinge.
N
Transcribed Image Text:A 2.0 m long uniform beam weighs 150.0 N and supports a 550.0 N load at one end as shown in Figure 1. The beam is hinged to a wall and is held at rest by a cable. cable Figure 1 35° beam 80 cm load (a) Calculate the tension in the cable. N (b) Calculate the horizontal reaction force acting on the beam from the hinge. N (c) Calculate the vertical reaction force acting on the beam from the hinge. N
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