To answer these questions accurately, we need to know the type of graph involved (e.g., a distance-time graph, velocity-time graph) and its specific features. However, based on the usual interpretations of motion-related graphs, here's how such questions might be addressed:

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Question 1: Which part of the graph shows the object remaining stationary?

Answer:
If it's a distance-time graph, the object is stationary where the line is horizontal, meaning there is no change in distance over time.
If it's a velocity-time graph, the object is stationary when the velocity is zero.

Likely Answer:

• A. Between A and B or wherever the line is horizontal or flat.

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Question 2: Which part of the graph shows the object moving fastest?

Answer:

• On a distance-time graph, the object is moving fastest where the slope is steepest (greatest change in distance over time).
• On a velocity-time graph, the object moves fastest where the velocity is highest.

Likely Answer:

• B. Between C and D, assuming that part shows the steepest slope or highest velocity.

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Question 3: What is happening between D and E?

Answer:
This depends on the graph:

• On a distance-time graph, if the line slopes downward, the object is returning to its starting point.
• On a velocity-time graph, if the velocity decreases to zero, the object is slowing down.

Likely Answer:

• C. The object is returning to the starting point, if the context fits a downward slope or reverse motion.

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Suggestions

If you can provide the actual graph or clarify its type, I can refine these answers for better accuracy. 😊

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Related Questions:

1. How do you identify when an object is stationary on a velocity-time graph?
2. How can the steepness of a line on a distance-time graph determine speed?
3. What is the significance of a negative slope on a distance-time graph?
4. How does a flat line on a velocity-time graph differ from one on a distance-time graph?
5. Can the fastest speed occur if the object changes direction? Why or why not?

Tip: Always pay attention to the axes and labels on motion graphs—they help interpret the situation correctly.