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Gravitational potential energy = m*g*h = 75*9.8*3 = 2205 Newtons.

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Q: What is the gravitational potential energy with respect to the surface of the water of a 75.0 kilogram diver located 3.00 meters above the water?
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Which mass has the greatest gravitational potential energy with respect to the floor?

The one that is at the greatest height above the floor level.


What is your gravitational potential energy standing on the ground?

With respect to the bottom of a hole in the ground, it's some positive amount. With respect to the roof of your house, it's some negative amount. And with respect to the ground, it's zero.


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Gravitational potential energy is the kinetic energy that an object could gain if it was allowed to move through the entire gravitational potential in question. For example, if you climb a tower that is 100 feet above the Earth's surface and hold a ball, the ball will have potential energy as long as it remains at that height (in other words, as long as it remains at that potential). If the ball is dropped, the potential energy begins converting into kinetic as the ball falls through the 100 foot gravitational potential. When the ball is on the surface of the Earth, it no longer has any gravitational potential energy with respect to the Earth's surface. All of the energy converted into kinetic energy. When the ball actually hit the Earth, the kinetic energy was converted into heat and the ball stopped moving. That heat warmed the surrounding atmosphere a bit. No energy is ever lost, it just converts from one form to another.


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What is the gravitational potential energy of a 2 kg book on a shelf 2 m high?

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The mass' approximate potential energy at four meters is 784 joules.


What are the differences between voltage and potential difference?

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