To determine during which segments the object is moving forward but slowing down using a velocity vs. time graph, you need to consider two key aspects: the sign of the velocity and the sign of the acceleration.
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Moving Forward: The object is moving forward when the velocity is positive. On the graph, this is represented by the area above the time axis (where velocity is greater than zero).
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Slowing Down: The object is slowing down when the velocity is positive but the acceleration is negative (decreasing velocity). On the graph, this is shown as a downward slope (a negative slope) in the velocity curve when the velocity is still above the time axis.
To find the specific time segments:
- Identify the segments where the velocity is positive.
- Check if the graph shows a downward trend (negative slope) during those segments.
Thus, any labeled time segment that meets both criteria (positive velocity and negative acceleration) qualifies as the period during which the object is moving forward but slowing down. You will need to visually inspect the graph to pinpoint these segments accurately. If you can provide specific labeled segments or a description of the graph, I would be glad to assist you further.
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