The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box Gt Calculate the magnitudes for the 3 forces. (2) Calculate the force F that is required for the system to remain in equilibrium. ó a
The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box Gt Calculate the magnitudes for the 3 forces. (2) Calculate the force F that is required for the system to remain in equilibrium. ó a
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Transcribed Image Text:The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L,
where h is the height of the right end, and L is length of the plane. A box called G (note this
is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of
the box is m. The box is in equilibrium.
(1) Plot the free body diagram for the box Gt Calculate the magnitudes for the 3 forces.
(2) Calculate the force F that is required for the system to remain in equilibrium. ó a
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