To determine which statement is true, we would need to analyze the graph described in the question. Since I can't see the graph, I can provide general guidance based on the statements.
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The object starts at rest and then accelerates at a constant rate. - This would be true if the graph shows a straight line that represents a linear increase in position over time.
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The object does not move. - This would be true if the graph shows a horizontal line along the time axis indicating no change in position.
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The object accelerates at an increasing rate. - This would be true if the graph shows a curve that is getting steeper over time (a quadratic function).
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The object accelerates at an increasing rate followed by a decreasing rate. - This would be true if the graph starts with a steepening curve and then levels off (a cubic function).
To accurately choose the correct statement, please refer to the graph. If you can describe what the graph looks like (e.g., the shape of the line, any curves, etc.), I can help interpret it further.