rom activity's two results , does this verify Newton's second law? Explain your respons

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From activity's two results , does this verify Newton's second law? Explain your response 

### Table 4.2: Force and Acceleration

This table examines the relationship between force and acceleration through a series of trials. The columns represent different variables measured during the experiment:

- **Mass on the Hanger (kg):**
  - 0.0168
  - 0.0148
  - 0.0188
  - 0.0288
  - 0.0388

- **Net Force on the System (N):**
  - 0.1058
  - 0.1450
  - 0.1842
  - 0.2822
  - 0.3802

- **Acceleration Trial 1 (m/s²):**
  - 0.2097
  - 0.4107
  - 0.5132
  - 0.8135
  - 1.708

- **Acceleration Trial 2 (m/s²):**
  - 0.3677
  - 0.4148
  - 0.5493
  - 0.8254
  - 1.725

- **Acceleration Trial 3 (m/s²):**
  - 0.3658
  - 0.4054
  - 0.5524
  - 0.8132
  - 1.809

- **Average Acceleration (m/s²):**
  - 0.3012
  - 0.4103
  - 0.5443
  - 0.8237
  - 1.747

#### Notes:
- The total mass of the system is calculated as 3.453 kg.
- The formula used for calculating acceleration is \( a = \frac{\text{F}_{\text{net}}}{\text{mass}} \).
- The table provides insight into how different masses and forces affect the acceleration of a system, illustrating Newton's Second Law of Motion.
Transcribed Image Text:### Table 4.2: Force and Acceleration This table examines the relationship between force and acceleration through a series of trials. The columns represent different variables measured during the experiment: - **Mass on the Hanger (kg):** - 0.0168 - 0.0148 - 0.0188 - 0.0288 - 0.0388 - **Net Force on the System (N):** - 0.1058 - 0.1450 - 0.1842 - 0.2822 - 0.3802 - **Acceleration Trial 1 (m/s²):** - 0.2097 - 0.4107 - 0.5132 - 0.8135 - 1.708 - **Acceleration Trial 2 (m/s²):** - 0.3677 - 0.4148 - 0.5493 - 0.8254 - 1.725 - **Acceleration Trial 3 (m/s²):** - 0.3658 - 0.4054 - 0.5524 - 0.8132 - 1.809 - **Average Acceleration (m/s²):** - 0.3012 - 0.4103 - 0.5443 - 0.8237 - 1.747 #### Notes: - The total mass of the system is calculated as 3.453 kg. - The formula used for calculating acceleration is \( a = \frac{\text{F}_{\text{net}}}{\text{mass}} \). - The table provides insight into how different masses and forces affect the acceleration of a system, illustrating Newton's Second Law of Motion.
Expert Solution
Step 1

Given:-

A table of the mass and applied force on the object is given 

The total mass of the system is m - 0.33 kg 

 

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