(a) Assume that all surfaces in Figure GP4.11 4 are frictionless What value should m have so the masses won't accelerate? (b) Now take μk=0.15 on all surfaces and m=1.1 kg. What will be the acceleration of both masses? Start with a force diagram for each

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(a) Assume that all surfaces in Figure GP4.11 4 are frictionless
What value should m have so the masses won't accelerate?
(b) Now take μk=0.15 on all surfaces and m=1.1 kg. What will be the acceleration of both masses? Start with a force diagram for each.

**Figure GP 4.114 Explanation**

In this diagram, we have a simple pulley system involving two blocks on an inclined plane. 

- The left block has a mass of 2 kg and sits on an inclined surface.
- The angle of the incline (\(\theta\)) is 30 degrees.
- The right block has an unspecified mass \(m\) and is suspended on the other side of the pulley.
- The pulley is positioned at the top of the incline, allowing the rope to connect both blocks over it.

The system can be used to explore concepts such as equilibrium, tension in the rope, gravitational force components, and Newton's laws of motion.
Transcribed Image Text:**Figure GP 4.114 Explanation** In this diagram, we have a simple pulley system involving two blocks on an inclined plane. - The left block has a mass of 2 kg and sits on an inclined surface. - The angle of the incline (\(\theta\)) is 30 degrees. - The right block has an unspecified mass \(m\) and is suspended on the other side of the pulley. - The pulley is positioned at the top of the incline, allowing the rope to connect both blocks over it. The system can be used to explore concepts such as equilibrium, tension in the rope, gravitational force components, and Newton's laws of motion.
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