**Problem Statement:***Objects 1 and 2 are shown below. Object 1 has mass 7.1 kg, and object 2 has mass 7 kg, and the kinetic coefficient of friction on the table is 0.35. If the rope and the pulley are massless, and object 1 is pushed so that it is moving away from the pulley, then find the magnitude of the acceleration of each mass and the tension in the string.*---**Given Data:**- Mass of Object 1: 7.1 kg- Mass of Object 2: 7 kg- Kinetic Coefficient of Friction: 0.35- The system involves a massless rope and a massless pulley.---**Questions:****19. Acceleration**Choose the correct option:- A. 2.138 m/s²- B. 2.202 m/s²- C. 2.975 m/s²- D. 1.943 m/s²- E. 2.110 m/s²- F. 2.450 m/s²**20. Tension**Choose the correct option:- A. 580 N- B. 590 N- C. 690.7 N- D. 678.2 N- E. 622.4 N- F. 604.1 N---[Note: There are no graphs or diagrams in the provided content to explain in detail. The problem description and multiple-choice options are presented comprehensively for educational purposes.]

Name: **Problem Statement:***Objects 1 and 2 are shown below. Object 1 has
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Description: **Problem Statement:***Objects 1 and 2 are shown below. Object 1 has mass 7.1 kg, and object 2 has mass 7 kg, and the kinetic coefficient of friction on the table is 0.35. If the rope and the pulley are massless, and object 1 is pushed so that it is

Write the given values with the suitable variables. m1=12 kgμ=0.25m2=8 kg Here, m1, μ, and m2 are…

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IYGYR The kinetic coefficient of friction for a 12 kg mass on a table is 0.25. A string from this mass goes across a pulley and is attached to an 8.0 kg mass hanging over the side of the table. If the system is moving so that the hanging mass is moving downward, then find the magnitude of the acceleration of each mass and the tension in the string. 19. acceleration A. D. B. E. 1.943 m/s² 2.110 m/s² 2.450 m/s² C. F. 1--1 20. tension. A. B. 67.82 N 62.24 N C. 60.41 N 1--1 2.138 m/s² 2.202 m/s² 2.975 m/s² 58.80 N 51.99 N 69.07 N DEF D. E. F.

IYGYR The kinetic coefficient of friction for a 12 kg mass on a table is 0.25. A string from this mass goes across a pulley and is attached to an 8.0 kg mass hanging over the side of the table. If the system is moving so that the hanging mass is moving downward, then find the magnitude of the acceleration of each mass and the tension in the string. 19. acceleration A. D. B. E. 1.943 m/s² 2.110 m/s² 2.450 m/s² C. F. 1--1 20. tension. A. B. 67.82 N 62.24 N C. 60.41 N 1--1 2.138 m/s² 2.202 m/s² 2.975 m/s² 58.80 N 51.99 N 69.07 N DEF D. E. F.

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter5: Displacement And Force In Two Dimensions

Section: Chapter Questions

Problem 87A

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Newton's Second Law

Newton’s laws of motion describe the relationship between the motion of an object and forces acting on it. Newton’s law of motion has two types as follows:

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Question

**Problem Statement:**

*Objects 1 and 2 are shown below. Object 1 has mass 7.1 kg, and object 2 has mass 7 kg, and the kinetic coefficient of friction on the table is 0.35. If the rope and the pulley are massless, and object 1 is pushed so that it is moving away from the pulley, then find the magnitude of the acceleration of each mass and the tension in the string.*

---

**Given Data:**

- Mass of Object 1: 7.1 kg
- Mass of Object 2: 7 kg
- Kinetic Coefficient of Friction: 0.35
- The system involves a massless rope and a massless pulley.

---

**Questions:**

**19. Acceleration**

Choose the correct option:
- A. 2.138 m/s²
- B. 2.202 m/s²
- C. 2.975 m/s²
- D. 1.943 m/s²
- E. 2.110 m/s²
- F. 2.450 m/s²

**20. Tension**

Choose the correct option:
- A. 580 N
- B. 590 N
- C. 690.7 N
- D. 678.2 N
- E. 622.4 N
- F. 604.1 N

---

[Note: There are no graphs or diagrams in the provided content to explain in detail. The problem description and multiple-choice options are presented comprehensively for educational purposes.]

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