6. In Excel, Plot the velocity versus time. Use the Trendline option to do a linear fit to the data. Use the graph to determine the acceleration of the object (the slope is the acceleration) and record it in the space below the data table. Show a calculation of the slope on the graph. Also, record the initial velocity on the graph from the equation of the line. Data Table Data Set Time (s) Displacement (m) Velocity (m/s) 1 0.1 s 1.75 m 17.02 m/s 0.2 s 3.4 m 16.04 m/s 2 3 0.3 s 4.96 m 15.06 m/s 4 0.4 s 6.42 m 14.08 m/s 5 0.5 s 7.77 m 13.1 m/s 0.6 s 9.03 m 12.12 m/s 7 0.7 s 10.2 m 11.14 m/s 8 0.8 s 11.26 m 10.16 m/s 9 0.9 s 12.23 m 9.18 m/s 10 1.0 s 13.1 m 8.2 m/s Slope m (acceleration): Percent error from the accepted value of g = 9.81 m/s² is:

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Chapter1: Units, Trigonometry. And Vectors
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I need help with the excel part, please. I already have done the data but I don't know how to plug those on excel. 

### Experiment: Analyzing the Acceleration of an Object

#### Instructions:
1. **Plotting the Data:**
   - In Excel, plot the velocity (m/s) versus time (s) data provided in the table below.
   - Use the Trendline option in Excel to apply a linear fit to the data points.

2. **Analysis:**
   - Determine the slope (m) of the fitted line, which represents the acceleration of the object.
   - Record the initial velocity from the equation of the trendline.
   - Show your calculation of the slope and document it in the provided space.

3. **Comparison:**
   - Calculate the percent error compared to the accepted value of \( g = 9.81 \, \text{m/s}^2 \).

#### Data Table

| Data Set | Time (s) | Displacement (m) | Velocity (m/s) |
|----------|----------|------------------|----------------|
| 1        | 0.1 s    | 1.75 m           | 17.02 m/s      |
| 2        | 0.2 s    | 3.4 m            | 16.04 m/s      |
| 3        | 0.3 s    | 4.96 m           | 15.06 m/s      |
| 4        | 0.4 s    | 6.42 m           | 14.08 m/s      |
| 5        | 0.5 s    | 7.77 m           | 13.1 m/s       |
| 6        | 0.6 s    | 9.03 m           | 12.12 m/s      |
| 7        | 0.7 s    | 10.2 m           | 11.14 m/s      |
| 8        | 0.8 s    | 11.26 m          | 10.16 m/s      |
| 9        | 0.9 s    | 12.23 m          | 9.18 m/s       |
| 10       | 1.0 s    | 13.1 m           | 8.2 m/s        |

#### Required Calculations:

1. **Slope \( m \) (Acceleration):**

   _Calculate the slope using the linear trendline from the velocity versus time graph
Transcribed Image Text:### Experiment: Analyzing the Acceleration of an Object #### Instructions: 1. **Plotting the Data:** - In Excel, plot the velocity (m/s) versus time (s) data provided in the table below. - Use the Trendline option in Excel to apply a linear fit to the data points. 2. **Analysis:** - Determine the slope (m) of the fitted line, which represents the acceleration of the object. - Record the initial velocity from the equation of the trendline. - Show your calculation of the slope and document it in the provided space. 3. **Comparison:** - Calculate the percent error compared to the accepted value of \( g = 9.81 \, \text{m/s}^2 \). #### Data Table | Data Set | Time (s) | Displacement (m) | Velocity (m/s) | |----------|----------|------------------|----------------| | 1 | 0.1 s | 1.75 m | 17.02 m/s | | 2 | 0.2 s | 3.4 m | 16.04 m/s | | 3 | 0.3 s | 4.96 m | 15.06 m/s | | 4 | 0.4 s | 6.42 m | 14.08 m/s | | 5 | 0.5 s | 7.77 m | 13.1 m/s | | 6 | 0.6 s | 9.03 m | 12.12 m/s | | 7 | 0.7 s | 10.2 m | 11.14 m/s | | 8 | 0.8 s | 11.26 m | 10.16 m/s | | 9 | 0.9 s | 12.23 m | 9.18 m/s | | 10 | 1.0 s | 13.1 m | 8.2 m/s | #### Required Calculations: 1. **Slope \( m \) (Acceleration):** _Calculate the slope using the linear trendline from the velocity versus time graph
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