Gravitational potential energy equals mgh, where m is mass, g is acceleration due to gravity (9.81 m/s2), and h is height.
Ug = mgh
Solving for m:
m = Ug/(gh)
So, to find the mass, divide the gravitational potential energy by the quantity height times 9.81 m/s2 (make sure your units match up).
mass=GPE/g.H
Yes, it is based on both. Potential energy (gravitational potential energy, to be more precise) is simply the weight multiplied by the height.
In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.
This is called potential energy. The most common form of potential energy is an object suspended above the ground. Its height gives it potential energy, which is defined as mgh, where m is the mass, g is the gravitational constant, and h is the height.
Potential energy is the energy that is waiting to be use. Such as when a boulder is sitting on top of a hill. The boulder has potential energy because it can be pushed down the hill. sara
When an object is dropped, its potential energy decreases. This is because potential energy is a result of an object's position or height above the ground. As the object falls, it loses height, which leads to a decrease in potential energy. At the same time, the object gains kinetic energy, which is the energy of motion.
Gravitational potential energy
No , it won't have potential energy. Potential energy is due to height.
Potential Energy
The higher above the ground an object is, the greater its potential energy.
weight times height
There are different sorts of potential energy but the most common in physics is gravitational potential energy. An object of mass m has a potential energy of mgh where g is gravity (9.81 in metric units) and h is the height above ground.
gravitational potential energy!!!!!!
As height increases, so does gravitational potential energy.
potential energy it is directly proportional to height of object above ground
The potential energy of the box on the ground is considered to be zero. Potential energy is the energy that is stored within an object due to its position or state. Since the box is already at ground level, it does not possess any potential energy.
Multiply its weight by its height.
Shut Up. I Don't Know.