Difficulty(Level:3) What is the total distance the object covered for the full 30s? 60 55 50 45 40 35 30 25 20 15 10 5 4 8 10 12 14 16 18 20 22 24 26 28 30 -5- Time (s) -10 -15 Velocity (m/s)

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What is the total displacement the object covered for the full 30s?

What is the total distance the object covered for the full 30s?

**Title: Velocity-Time Graph Analysis**

**Difficulty Level: 3**

**Question:**
What is the total distance the object covered for the full 30 seconds?

**Graph Explanation:**

- **Axes:**
  - The horizontal axis represents time in seconds (s), ranging from 0 to 30 seconds.
  - The vertical axis represents velocity in meters per second (m/s), ranging from -20 to 60 m/s.

- **Graph Segments:**
  - **0 to 2 seconds:** The velocity starts at approximately -11 m/s and decreases to -15 m/s. The line is blue.
  - **2 to 4 seconds:** The velocity changes from -15 m/s to -5 m/s. The line is orange.
  - **4 to 10 seconds:** The velocity remains constant at -5 m/s. The line is light blue.
  - **10 to 14 seconds:** The velocity is constant at -10 m/s. The line is black.
  - **14 to 22 seconds:** The velocity stays constant at -12 m/s. The line is dark red or brown.
  - **22 to 24 seconds:** The velocity increases from -12 m/s to 0 m/s. The line is purple.
  - **24 to 30 seconds:** The velocity increases sharply from 0 m/s to approximately 55 m/s. The line is pink.

**Calculation:**

To calculate the total distance covered by the object, determine the area under each segment of the velocity-time graph. The distance is the sum of the absolute values of these areas, as the object might change direction.

**Answer Submission:**

- **Formula Input:**
  - `d = [enter your calculation]`
  - **Units:** [enter units]
  - **Direction:** [select an answer from the dropdown]

- **Submit Answer:**
  - Click "Submit Question" once you have completed your answer.
Transcribed Image Text:**Title: Velocity-Time Graph Analysis** **Difficulty Level: 3** **Question:** What is the total distance the object covered for the full 30 seconds? **Graph Explanation:** - **Axes:** - The horizontal axis represents time in seconds (s), ranging from 0 to 30 seconds. - The vertical axis represents velocity in meters per second (m/s), ranging from -20 to 60 m/s. - **Graph Segments:** - **0 to 2 seconds:** The velocity starts at approximately -11 m/s and decreases to -15 m/s. The line is blue. - **2 to 4 seconds:** The velocity changes from -15 m/s to -5 m/s. The line is orange. - **4 to 10 seconds:** The velocity remains constant at -5 m/s. The line is light blue. - **10 to 14 seconds:** The velocity is constant at -10 m/s. The line is black. - **14 to 22 seconds:** The velocity stays constant at -12 m/s. The line is dark red or brown. - **22 to 24 seconds:** The velocity increases from -12 m/s to 0 m/s. The line is purple. - **24 to 30 seconds:** The velocity increases sharply from 0 m/s to approximately 55 m/s. The line is pink. **Calculation:** To calculate the total distance covered by the object, determine the area under each segment of the velocity-time graph. The distance is the sum of the absolute values of these areas, as the object might change direction. **Answer Submission:** - **Formula Input:** - `d = [enter your calculation]` - **Units:** [enter units] - **Direction:** [select an answer from the dropdown] - **Submit Answer:** - Click "Submit Question" once you have completed your answer.
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