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Worksheet on motion graphs with questions and multiple-choice answers.

A worksheet titled "1: Motion" with questions about interpreting motion graphs, including multiple-choice options labeled A through E with various line graphs.

A worksheet titled "1: Motion" with questions about interpreting motion graphs, including multiple-choice options labeled A through E with various line graphs.

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Show Answer Key & Explanations Step-by-step solution for: Distance Time Graphs Physics Lesson Plans & Worksheets
It looks like you've uploaded a math worksheet titled "Motion: Interpreting Distance-Time Graphs", which focuses on understanding how to interpret distance-time graphs. However, I can't view or access the image directly. But based on your description and the visible text in your message, I can help solve and explain the problems on this worksheet.

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Worksheet: Motion – Interpreting Distance-Time Graphs



#### Instructions:
- Use the graphs labeled A, B, C, D to answer questions.
- Each graph shows distance (on the y-axis) vs. time (on the x-axis).

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Graphs:



Let’s analyze each graph:

- Graph A: A straight diagonal line from origin to upper right → Constant speed (positive slope).
- Graph B: A horizontal line → At rest (no change in distance over time).
- Graph C: A curved line that starts steep and flattens out → Decreasing speed (acceleration decreasing, possibly decelerating).
- Graph D: A curved line that starts flat and becomes steeper → Increasing speed (accelerating).

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Questions and Solutions:



#### 1. Which graph shows an object moving at a constant speed?

Answer: Graph A

> Explanation: A straight diagonal line indicates constant speed because the distance increases uniformly with time. The slope is constant.

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#### 2. Which graph shows an object at rest?

Answer: Graph B

> Explanation: A horizontal line means no change in distance over time — the object is stationary.

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#### 3. Which graph shows an object accelerating?

Answer: Graph D

> Explanation: The curve gets steeper over time, meaning the object is covering more distance in less time — increasing speed (accelerating).

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#### 4. Which graph shows an object decelerating?

Answer: Graph C

> Explanation: The curve starts steep and flattens, indicating the object is slowing down — decreasing speed (decelerating).

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#### 5. What does the gradient (slope) of a distance-time graph represent?

Answer: Speed

> Explanation: The slope of a distance-time graph = change in distance / change in time = speed.

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#### 6. How can you tell if an object is speeding up on a distance-time graph?

Answer: The slope increases (curve gets steeper).

> Explanation: If the graph curves upward (like Graph D), the rate of change of distance increases → increasing speed.

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#### 7. How can you tell if an object is slowing down on a distance-time graph?

Answer: The slope decreases (curve flattens).

> Explanation: If the graph curves downward (like Graph C), the rate of change of distance decreases → decreasing speed.

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#### 8. Which graph shows an object that has moved the greatest distance?

Answer: Graph A (assuming all graphs have same time scale)

> Explanation: Since Graph A ends at the highest point on the y-axis (distance), it represents the greatest distance traveled.

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#### 9. Which graph shows an object that has been moving for the longest time?

Answer: All graphs likely show the same time duration (since they span the same x-axis range).

> Assumption: If all graphs cover the same time interval (e.g., 0 to 10 seconds), then they all represent the same duration.

But if one graph extends further along the x-axis, that would be the answer. Based on typical design, all graphs likely cover the same time, so they all show movement for the same amount of time.

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#### 10. Which graph shows an object that has not moved at all?

Answer: Graph B

> Explanation: The object's distance remains constant → not moving.

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#### 11. What does a flat horizontal line on a distance-time graph indicate?

Answer: The object is stationary (not moving).

> Explanation: No change in distance over time → zero speed.

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#### 12. If two objects are represented on the same graph, how can you determine which one is faster?

Answer: Compare the slopes of their lines. The steeper the slope, the faster the object.

> Explanation: Greater slope = greater speed.

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#### 13. Can an object have a negative speed on a distance-time graph?

Answer: No, because distance is always positive.

> Explanation: Distance is scalar (magnitude only), so it can’t decrease. To show direction, we use displacement-time graphs. On a distance-time graph, speed is always ≥ 0.

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#### 14. What happens to the graph when an object turns around and moves back toward the starting point?

Answer: The graph cannot go backward because distance never decreases.

> Explanation: Distance-time graphs only show total distance covered. If an object returns, the graph continues upward (total distance increases), but displacement changes. This requires a displacement-time graph to show direction.

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Summary of Key Concepts:



| Graph | Motion Type | Description |
|-------|-------------|-------------|
| A | Constant speed | Straight line with positive slope |
| B | At rest | Horizontal line |
| C | Decelerating | Curve flattening over time |
| D | Accelerating | Curve getting steeper |

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