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The energy of a motorcycle moving slowly at the top of a hill is primarily in the form of gravitational potential energy. This energy is due to its elevated position above the ground, which can be calculated using the formula (PE = mgh) (where (m) is mass, (g) is the acceleration due to gravity, and (h) is the height). Although the motorcycle is moving slowly, it also possesses kinetic energy, but at the top of the hill, the potential energy is the dominant form.

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2w ago

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What energy motorcycle moving slowly at the top of a hill?

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kinetic energy, as it is moving due to its speed and motion on the snowy hill.


Does an object have energy when it stops at the bottom of a hill?

Yes, an object at the bottom of a hill still has energy in the form of potential energy due to its position relative to the top of the hill. This potential energy can be converted into kinetic energy if the object starts moving again.


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If a rock was about to fall off a hill, that would be potential energy. If that rock was sliding down the hill, that would be kinetic energy; it is actually moving.


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It loses it's kinetic energy, the energy of motion. If it were logded against a rock on a hill, it has potential energy stored because of it's position on the hill.


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A rock on top of a hill has potential energy, not kinetic energy. If it starts rolling down the hill then the potential energy transforms to kinetic energy.


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