Please find the magnitude of each of the forces shown. (total of 6 forces)

icon
Related questions
Question
Please problem one using the data given. Please show all work and circle your answer. Thank you
**Problem #1:**

Two masses are connected by a light string going through a frictionless pulley. Due to the large force of static friction \( f_s \) between the block and the table, the system remains at rest.

Please find the magnitude of each of the forces shown. (Total of 6 forces)

- \( M = 10.00 \, \text{kg} \)
- \( m = 2.00 \, \text{kg} \)

**Diagram Explanation:**

- A frictionless pulley is attached, over which a string passes.
- One end of the string is connected to a mass \( m \) hanging vertically.
- The other end is attached to a mass \( M \) resting on a horizontal surface.
- The forces shown in the diagram are:
  - \( T \) (Tension) acting along the string in both sections.
  - \( w \) representing the weight of the hanging mass \( m \).
  - \( W \) representing the weight of mass \( M \) on the table.
  - \( N \) representing the normal force acting upward on mass \( M \).
  - \( f_s \), the static friction force, acting horizontally opposite to the direction of potential movement of mass \( M \).

The goal is to calculate the magnitudes of these forces while noting the system remains at rest.
Transcribed Image Text:**Problem #1:** Two masses are connected by a light string going through a frictionless pulley. Due to the large force of static friction \( f_s \) between the block and the table, the system remains at rest. Please find the magnitude of each of the forces shown. (Total of 6 forces) - \( M = 10.00 \, \text{kg} \) - \( m = 2.00 \, \text{kg} \) **Diagram Explanation:** - A frictionless pulley is attached, over which a string passes. - One end of the string is connected to a mass \( m \) hanging vertically. - The other end is attached to a mass \( M \) resting on a horizontal surface. - The forces shown in the diagram are: - \( T \) (Tension) acting along the string in both sections. - \( w \) representing the weight of the hanging mass \( m \). - \( W \) representing the weight of mass \( M \) on the table. - \( N \) representing the normal force acting upward on mass \( M \). - \( f_s \), the static friction force, acting horizontally opposite to the direction of potential movement of mass \( M \). The goal is to calculate the magnitudes of these forces while noting the system remains at rest.
Expert Solution
Step 1

Answers are enclosed in boxes.

Advanced Physics homework question answer, step 1, image 1

steps

Step by step

Solved in 2 steps with 2 images

Blurred answer