1. Mass M on the inclined plane would slide down the plane if it were not for a maximum static friction force fs of 600 newtons and the unknown force T a) Draw a free body diagram of mass M. M 37 b) Find the normal fore N acting on mass M c) What is the minimum value of T required to prevent M from sliding down the incline?
1. Mass M on the inclined plane would slide down the plane if it were not for a maximum static friction force fs of 600 newtons and the unknown force T a) Draw a free body diagram of mass M. M 37 b) Find the normal fore N acting on mass M c) What is the minimum value of T required to prevent M from sliding down the incline?
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Transcribed Image Text:### Inclined Plane Problem
**Problem Statement:**
1. Mass \( M \) on the inclined plane would slide down the plane if it were not for a maximum static friction force \( f_s \) of 600 newtons and the unknown force \( T \).
**Subparts:**
**a) Draw a free body diagram of mass \( M \).**
*Diagram Description:*
- The diagram shows a block labeled \( M \) situated on an inclined plane.
- The inclined plane makes an angle of \( 37^\circ \) with the horizontal.
- There is an arrow pointing up the incline labeled \( T \), which represents the unknown force.
- The angle \( 37^\circ \) is indicated between the inclined plane and the horizontal ground.
**b) Find the normal force \( N \) acting on mass \( M \).**
**c) What is the minimum value of \( T \) required to prevent \( M \) from sliding down the incline?**
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