Total Energy Problem: Ratio of A to B

AI Thread Summary
The discussion centers on calculating the ratio of total energy for an object at two positions, A and B, with A being 20.0 m high and B 8.00 m below. The total energy at position A consists solely of gravitational potential energy, while at position B, it includes both potential and kinetic energy if the object is in motion. The problem emphasizes the importance of the method of descent from A to B, as it affects the energy calculations. Clarification on whether the object is dropped or lowered is crucial for accurate energy assessment. Understanding these dynamics is essential for solving the total energy problem effectively.
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Homework Statement



An object of mass 2.00 kg is held at a position A, a vertical height of 20.0 m above the ground. Point B is 8.00 m directly below A. Neglect air resistance and use g=10.0 m/s(squared)

What is the ratio of the total energy of the object at position A to position B?

Homework Equations



g=10.0 m/s(squared)

The Attempt at a Solution

 
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What is the difference in energy between the object at rest at position A and the object at rest at position B? (There's another equation you need, and you must have just seen it if you've been assigned this problem.)
 
By the way - did you quote the problem exactly? I ask because it doesn't actually state how the object gets from A to B. If it's just dropped and is moving when it passes B, that's different than if you just lower it to B and let it come to rest there.
 
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