To determine where the bicyclist's potential energy is increasing, we need to focus on the elevation of the bicyclist at each point, as potential energy is related to height.
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Point A: If the bicyclist is moving fastest here, it does not imply an increase in potential energy. Potential energy increases with height, not speed.
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Point B: If the bicyclist is highest at this point, then the potential energy would be at its maximum here. This would mean while moving to point B (if it’s an uphill motion), potential energy would increase as elevation increases.
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Point C: If the bicyclist is still moving uphill at this point, then the potential energy could also still be increasing here as well; however, if Point B is the highest point, then Point C’s potential energy would be less than at Point B.
Given the choices, it appears that:
- The potential energy is increasing at point B because the bicyclist is at the highest elevation there.
So, the correct response would be: The potential energy is increasing at point B because the bicyclist is highest there.