Too much for what?
Gravitational energy is a type of potential energy that depends on the position of an object within a gravitational field. It represents the energy stored in an object due to its position in a gravitational field.
Gravitational potential energy is related to an object's height above the ground. The higher an object is positioned, the greater its gravitational potential energy. It is a form of potential energy that results from an object's position within a gravitational field.
The potential energy can be exactly defined as the work required to place an object into a certain position - which is the integral of the dot product of force and displacement. In the case of gravitational potential energy, and for small differences in altitude (so that gravity doesn't change too much), that simplifies to mgh (mass x gravity x height).
The only thing I can think of that you might be referring to is potential energy. A rock sitting on a cliff has gravitational potential energy because if you pushed it off the cliff it would have energy provided by gravity that manifested itself as the rock falling to the ground. I know it's an abstract concept, but it kind of makes sense when you think about it.
The potential energy will double too.
Gravitational energy is a type of potential energy that depends on the position of an object within a gravitational field. It represents the energy stored in an object due to its position in a gravitational field.
Gravitational potential energy is related to an object's height above the ground. The higher an object is positioned, the greater its gravitational potential energy. It is a form of potential energy that results from an object's position within a gravitational field.
An object's potential energy doesn't depend on its speed. You can do anything you like with the object's speed, and it has no effect on potential energy.
The object's kinetic energy can't be determined from the given information. Kinetic energy = (1/2) (mass) (speed)2 The question gives the object's mass, but we need its speed too.
It is a type of potential energy, but there are other types of potential energy, too.
kinetic energy being enacted. this energy is giving rise to potential energy too, as the item is being lifted into the air. When an item is lifted, it is given potential energy, as this potential energy is what fuels its future descent. So, when moved, kinetic energy is both moving the object, and storing potential energy for future use.
a body cannot have both kinetic and potential energy at the same time because, a moving body can only possess kinetic energy at a time, but potential energy is one possessed by a body with respect to its possition.
Interesting question. But when the object is at rest the potential energy of the object is 0, on the surface that is. When it is on a height h it's potential energy increase and when it is dropped from that height all that potential energy gets converted to kinetic energy just before hitting the ground. This extra force comes from this kinetic energy.
... the masses of the bodies involved and the distance between them.
a loudspeaker changes into sound energy potential energy electrical energy light energy kinetic energy heat energy or chemical energy into same thing up there energy
First you calculate the energy required to lift the object: potential energy = mgh (mass x gravity x height). Note that your problem statement doesn't mention the height - you need that, too. Energy will be in Joule. Then you divide the energy by the time, to get power (in Watt).
The potential energy can be exactly defined as the work required to place an object into a certain position - which is the integral of the dot product of force and displacement. In the case of gravitational potential energy, and for small differences in altitude (so that gravity doesn't change too much), that simplifies to mgh (mass x gravity x height).