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Q: How does doubling the height of a cylinder affect its gpe?
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How does doubling the height of the cylinder affect its gravitational potential energy?

The answer depends on whether the cylinder ison a base so that its top moves up,suspended from its middle so that its bottom and top both move away from its middleattached to the underside of the ceiling so that its bottom moves down.It also depends on the reference point (zero-point) for the gravitational potential energy (GPE).If it is placed on a surface, and if that surface forms the zero point for GPE, then the GPE will also double.


How does distance affect the height of something with gpe?

The horizontal distance makes no significant difference.


How can you find the height in a gpe problem?

Height= GPE/gravitational constant(mass)


What is formula for GPE?

GPE=weight x height


How do you find the mass of an object if you have its height and gravitational potential energy?

GPE = Mass * Height so Mass = GPE/Height


If you have lost sound energy how does that affect the total gravitational potential energy?

It does not. GPE depends only on the height of the object over some reference level, and the gravitational attraction.It does not. GPE depends only on the height of the object over some reference level, and the gravitational attraction.It does not. GPE depends only on the height of the object over some reference level, and the gravitational attraction.It does not. GPE depends only on the height of the object over some reference level, and the gravitational attraction.


What are 2 equations for GPE?

Weight*Height Mass*9.8*Height \


How Gravitational potential energy affected by height?

The higher off the ground something is, the greater its GPE is. GPE=mass x gravitatonal constant x height.


If the larger boulder has a mass of 50 kg and a height of 150 m from the ground what is its GPE?

GPE = mgh (mass x gravity x height). You can use 9.8 for gravity.


What is the gravitational potential energy of an object is equal to its weight multiplied by its?

The gravitational potential energy is equal to: GPE = mass x gravity x height Or equivalently: GPE = weight x height


What would the gravitational potential energy be if the bucket of water were raised twice as high?

GPE = mass * acceleration of gravity * height. Original GPE : m*g*h Joules if you double the height, you get m*g*2h Joules, or 2*m*g*h -- twice the GPE.


What energy does pendulum transfer?

It converts gravitational potential energy (GPE) at the height of the swing to kinetic energy. This is then converted back to GPE. The process continues.