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They're hardly ever equal.

One of the few situations where they're equal is when you drop a weight to the ground

from some height. Then, the gravitational potential energy and kinetic energy are equal

when it's exactly in the middle of the drop, and the kinetic energy it has when it hits

the ground is the same as the gravitational potential energy it had when you let it go.

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Q: Are gravitational potential energy and kinetic energy equal in all cases?
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Is five mistake for every hundred a acceptable number?

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Related questions

If the Kinetic Energy equals five what would the Potential Energy equal?

Kinetic energy and potential energy are not usually proportional. In the general situation, you can't derive potential energy from kinetic energy. In specific cases, sometimes you can - especially if you assume that potential energy that existed previously got converted to kinetic energy, or vice versa.Kinetic energy and potential energy are not usually proportional. In the general situation, you can't derive potential energy from kinetic energy. In specific cases, sometimes you can - especially if you assume that potential energy that existed previously got converted to kinetic energy, or vice versa.Kinetic energy and potential energy are not usually proportional. In the general situation, you can't derive potential energy from kinetic energy. In specific cases, sometimes you can - especially if you assume that potential energy that existed previously got converted to kinetic energy, or vice versa.Kinetic energy and potential energy are not usually proportional. In the general situation, you can't derive potential energy from kinetic energy. In specific cases, sometimes you can - especially if you assume that potential energy that existed previously got converted to kinetic energy, or vice versa.


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What was the driving force of water?

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