A 5.0-kg block slides in a straight line. The velocity of the block as a function of time is displayed in the vx-t graph, as Y (m/s) shown in the figure. 3- 2- 1 t (s) -1- -2- -3- Calculate the average net force Fix on the block for the time interval t = 0 to 1 s. Fix N Calculate the average net force F2x on the block for the time interval t = 1 to 3 s. Fx = N Calculate the average net force F3x on the block for the time interval t = 3 to 5 s. F3x = N Calculate the average net force Fax on the block for the time interval t = 5 to 6 s. F4x = N Calculate the average net force F5x on the block for the time interval t = 6 to 7 s. F5x : N

College Physics
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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**Problem Overview:**

A 5.0-kg block slides in a straight line. The velocity of the block as a function of time is displayed in the \( v_x\text{-}t \) graph, as shown in the figure.

**Graph Explanation:**

- The graph is a velocity-time (\( v_x \) vs. \( t \)) plot.
- On the vertical axis, velocity (\( v_x \)) is measured in meters per second (m/s).
- On the horizontal axis, time (\( t \)) is measured in seconds (s).
- The velocity changes in several distinct intervals:
  - From 0 to 1 second, velocity increases from 0 to 3 m/s.
  - From 1 to 3 seconds, velocity decreases steadily from 3 m/s to -2 m/s.
  - From 3 to 5 seconds, the velocity is constant at -2 m/s.
  - From 5 to 6 seconds, velocity increases from -2 m/s back to 0.
  - From 6 to 7 seconds, velocity increases from 0 to 3 m/s.

**Questions:**

1. **Calculate the average net force \( F_{1x} \) on the block for the time interval \( t = 0 \) to 1 s.**

   \( F_{1x} = \quad \_ \quad \text{N} \)

2. **Calculate the average net force \( F_{2x} \) on the block for the time interval \( t = 1 \) to 3 s.**

   \( F_{2x} = \quad \_ \quad \text{N} \)

3. **Calculate the average net force \( F_{3x} \) on the block for the time interval \( t = 3 \) to 5 s.**

   \( F_{3x} = \quad \_ \quad \text{N} \)

4. **Calculate the average net force \( F_{4x} \) on the block for the time interval \( t = 5 \) to 6 s.**

   \( F_{4x} = \quad \_ \quad \text{N} \)

5. **Calculate the average net force \( F_{5x} \) on the block for the time interval \( t = 6 \) to
Transcribed Image Text:**Problem Overview:** A 5.0-kg block slides in a straight line. The velocity of the block as a function of time is displayed in the \( v_x\text{-}t \) graph, as shown in the figure. **Graph Explanation:** - The graph is a velocity-time (\( v_x \) vs. \( t \)) plot. - On the vertical axis, velocity (\( v_x \)) is measured in meters per second (m/s). - On the horizontal axis, time (\( t \)) is measured in seconds (s). - The velocity changes in several distinct intervals: - From 0 to 1 second, velocity increases from 0 to 3 m/s. - From 1 to 3 seconds, velocity decreases steadily from 3 m/s to -2 m/s. - From 3 to 5 seconds, the velocity is constant at -2 m/s. - From 5 to 6 seconds, velocity increases from -2 m/s back to 0. - From 6 to 7 seconds, velocity increases from 0 to 3 m/s. **Questions:** 1. **Calculate the average net force \( F_{1x} \) on the block for the time interval \( t = 0 \) to 1 s.** \( F_{1x} = \quad \_ \quad \text{N} \) 2. **Calculate the average net force \( F_{2x} \) on the block for the time interval \( t = 1 \) to 3 s.** \( F_{2x} = \quad \_ \quad \text{N} \) 3. **Calculate the average net force \( F_{3x} \) on the block for the time interval \( t = 3 \) to 5 s.** \( F_{3x} = \quad \_ \quad \text{N} \) 4. **Calculate the average net force \( F_{4x} \) on the block for the time interval \( t = 5 \) to 6 s.** \( F_{4x} = \quad \_ \quad \text{N} \) 5. **Calculate the average net force \( F_{5x} \) on the block for the time interval \( t = 6 \) to
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