Form 2: Energy Transformations on a Roller Coaster
In this interactive exercise, students will explore the principles of energy transformation by designing their own roller coaster, examining how potential and kinetic energy fluctuate throughout the ride. By calculating energy changes at various points, learners will gain a deeper understanding of physics in action!
Questions
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MultiChoice
At what point on a roller coaster track is GPE at its maximum?
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MultiChoice
At what point on a roller coaster track is KE at its maximum?
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MultiChoice
As a roller coaster car travels down a steep drop, what happens to its energy?
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MultiChoice
As a roller coaster car climbs up a hill, what happens to its speed and KE?
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MultiChoice
Midway down a roller coaster hill, the car has:
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MultiChoice
If friction is ignored, the total mechanical energy of a roller coaster car:
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MultiChoice
Why is the first hill of a traditional roller coaster always the tallest hill?
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MultiChoice
When a coaster car reaches the bottom of a drop, its GPE has mostly converted into:
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MultiChoice
At the exact mid-height of a frictionless descent, GPE is:
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MultiChoice
What force slows down a coaster car and converts mechanical energy into heat?
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MultiChoice
If a roller coaster car comes to a brief stop at the peak of a loop, its KE is:
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MultiChoice
Compared to a lighter coaster car at the same height, a heavier car has: