9. Two blocks (A and B) are at rest on a horizontal floor. Block A has a weight of 100 N, and block B has a weight of 60 N. a. Draw FBDs for A and B in the space provided. Use double subscript notation as introduced in class. Take the y-axis to be up positive. B: Σ F, = = A B || d. Find the values of all your forces. FBD A b. Mark action-reaction pairs of forces. c. Write down the y-component equations for Newton's 2nd law for boxes A and B. A: Σ F, = ANAB یاماها FBD

College Physics
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Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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**Problem:**

Two blocks (A and B) are at rest on a horizontal floor. Block A has a weight of 100 N, and block B has a weight of 60 N.

**Instructions:**

a. Draw Free Body Diagrams (FBD) for A and B in the space provided.
b. Mark action-reaction pairs of forces.
c. Write down the y-component equations for Newton’s 2nd Law for blocks A and B.
d. Find the values of all your forces.

**Diagram Explanation:**

- **FBD A:**
  - There are two forces depicted:
    - \( W_{A} \) (Weight of A) pointing downward.
    - \( N_{AB} \) (Normal force on A by B) pointing upward.

- **FBD B:**
  - There are two forces depicted:
    - \( W_{B} \) (Weight of B) pointing downward.
    - \( N_{BA} \) (Normal force on B by A) pointing upward.

**Equations:**

- For Block A:
  \[
  \text{A: } \sum F_{y} = 
  \]

- For Block B:
  \[
  \text{B: } \sum F_{y} = 
  \] 

Note: Use double subscript notation as introduced in class. Take the y-axis to be up.
Transcribed Image Text:**Problem:** Two blocks (A and B) are at rest on a horizontal floor. Block A has a weight of 100 N, and block B has a weight of 60 N. **Instructions:** a. Draw Free Body Diagrams (FBD) for A and B in the space provided. b. Mark action-reaction pairs of forces. c. Write down the y-component equations for Newton’s 2nd Law for blocks A and B. d. Find the values of all your forces. **Diagram Explanation:** - **FBD A:** - There are two forces depicted: - \( W_{A} \) (Weight of A) pointing downward. - \( N_{AB} \) (Normal force on A by B) pointing upward. - **FBD B:** - There are two forces depicted: - \( W_{B} \) (Weight of B) pointing downward. - \( N_{BA} \) (Normal force on B by A) pointing upward. **Equations:** - For Block A: \[ \text{A: } \sum F_{y} = \] - For Block B: \[ \text{B: } \sum F_{y} = \] Note: Use double subscript notation as introduced in class. Take the y-axis to be up.
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