make the graph for displacement vs. time and acceleration vs. time based on the velocity vs. time graph given

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Chapter1: Units, Trigonometry. And Vectors
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make the graph for displacement vs. time and acceleration vs. time based on the velocity vs. time graph given
### Graph Analysis: Changes over Time

This image displays a graph with time (in hours) on the X-axis and an unspecified variable on the Y-axis. The Y-axis ranges from -30 to 30, while the X-axis ranges from 0 to 80.

#### Detailed Graph Description:

1. **Starting Point**:
   - At time 0, the variable value is 0.

2. **0 to 10 hours**:
   - There is a steady increase in the variable from 0 to 10.

3. **10 to 20 hours**:
   - The variable increases, reaching a peak value of 20 at the 10-hour mark and then drops sharply to approximately 5 by the 20-hour mark.

4. **20 to 30 hours**:
   - The variable continues to decrease, crossing the 0 mark and reaching approximately -15 by the 30-hour mark.

5. **30 to 40 hours**:
   - The value remains consistent, hovering around the -15 mark before starting a steep ascent back to 0 by the 40-hour mark.

6. **40 to 50 hours**:
   - The variable value increases notably, stabilizing at around 10 from the 50-hour mark.

7. **50 to 60 hours**:
   - From the 50 to 60-hour mark, the value stays at 10 before a short increase.

8. **60 to 70 hours**:
   - The value peaks at 20 around 60 hours and then maintains this value until 70 hours.

9. **70 to 80 hours**:
   - By the end part of the graph, the value drops back to around 0 at the 80-hour mark.

This graph could be useful in educational scenarios to illustrate concepts of data analysis over time, highlighting aspects such as trends, peaks, troughs, and stabilization points.
Transcribed Image Text:### Graph Analysis: Changes over Time This image displays a graph with time (in hours) on the X-axis and an unspecified variable on the Y-axis. The Y-axis ranges from -30 to 30, while the X-axis ranges from 0 to 80. #### Detailed Graph Description: 1. **Starting Point**: - At time 0, the variable value is 0. 2. **0 to 10 hours**: - There is a steady increase in the variable from 0 to 10. 3. **10 to 20 hours**: - The variable increases, reaching a peak value of 20 at the 10-hour mark and then drops sharply to approximately 5 by the 20-hour mark. 4. **20 to 30 hours**: - The variable continues to decrease, crossing the 0 mark and reaching approximately -15 by the 30-hour mark. 5. **30 to 40 hours**: - The value remains consistent, hovering around the -15 mark before starting a steep ascent back to 0 by the 40-hour mark. 6. **40 to 50 hours**: - The variable value increases notably, stabilizing at around 10 from the 50-hour mark. 7. **50 to 60 hours**: - From the 50 to 60-hour mark, the value stays at 10 before a short increase. 8. **60 to 70 hours**: - The value peaks at 20 around 60 hours and then maintains this value until 70 hours. 9. **70 to 80 hours**: - By the end part of the graph, the value drops back to around 0 at the 80-hour mark. This graph could be useful in educational scenarios to illustrate concepts of data analysis over time, highlighting aspects such as trends, peaks, troughs, and stabilization points.
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