Yes - gravitational potential energy is equal to mass x gravity x height.
Yes - gravitational potential energy is equal to mass x gravity x height.
Yes - gravitational potential energy is equal to mass x gravity x height.
Yes - gravitational potential energy is equal to mass x gravity x height.
Yes - gravitational potential energy is equal to mass x gravity x height.
kinetic
An object with more mass than another object has a greater amount of energy in itself (E=MC squared). it also has more kinetic energy if it is moving and more potential energy in a gravity field.
Basically, potential energy is increased by either an increase in mass, height, or both. As an object is more massive, it has the potential to do more work. As an object is higher up, it has the potential to do more work because it will have a higher velocity at the moment of impact. This is also seen in the definition of potential energy, which is Epotential = M(Ag)H. As shown, increasing either mass (M) or height (H) or both will increase the potential energy. The potential energy is completely related to kinetic energy. Kinetic energy = .5MV2. Increasing mass will directly increase kinetic energy. Height is a little different. The V is velocity, which increases as the object is falling inwards due to gravitational acceleration. Basically, an increase in mass results in an increase in kinetic energy. Initial height does not matter unless the object is moving downwards towards the center of gravity.
the higher an object is the more potential energy it has
Kinetic Energy, or KE, is the energy objects have when in basic motion. If you are talking about the movement of particles in the object, creating heat, it is IE, Internal Energy. and FYI, Potential Energy, PE, is the energy an object has in accordance to its position.
Elastic potential energy is gained the more it is stretched (like a catapault or rubber band) Gravitational potential energy is increased if the object is raised higher up (further away from the centre of gravity)
An object with more mass than another object has a greater amount of energy in itself (E=MC squared). it also has more kinetic energy if it is moving and more potential energy in a gravity field.
The position of an object affects its gravitational potential energy (or GPE) because GPE is calculated by multiplying mass by the value for gravity (on Earth it's 9.81) and the objects height. The higher up an object is the more potential energy it will have because it has farther to fall.
Basically, potential energy is increased by either an increase in mass, height, or both. As an object is more massive, it has the potential to do more work. As an object is higher up, it has the potential to do more work because it will have a higher velocity at the moment of impact. This is also seen in the definition of potential energy, which is Epotential = M(Ag)H. As shown, increasing either mass (M) or height (H) or both will increase the potential energy. The potential energy is completely related to kinetic energy. Kinetic energy = .5MV2. Increasing mass will directly increase kinetic energy. Height is a little different. The V is velocity, which increases as the object is falling inwards due to gravitational acceleration. Basically, an increase in mass results in an increase in kinetic energy. Initial height does not matter unless the object is moving downwards towards the center of gravity.
the higher an object is the more potential energy it has
Kinetic Energy, or KE, is the energy objects have when in basic motion. If you are talking about the movement of particles in the object, creating heat, it is IE, Internal Energy. and FYI, Potential Energy, PE, is the energy an object has in accordance to its position.
Yes. The potential energy of an object is E=mgh where m=mass, g=acceleration of gravity (9.8 m/s^2) and h is the height of an object above a reference point. So, if two objects (on the same planet) have the same mass, the one that is higher will have the larger potential energy. Another way to think of this is that in lifting an object higher you do work on that object. That work is converted into it's potential energy. Whenever you do work you change the energy of the object.
Elastic potential energy is gained the more it is stretched (like a catapault or rubber band) Gravitational potential energy is increased if the object is raised higher up (further away from the centre of gravity)
Very slightly. According to the Special Theory of Relativity, more energy implies more mass; if you lift an object up, it will have more energy (potential energy), so there will also be a very slight mass increase.
Gravitational potential energy is proportional to the object's height and its mass. So if the car has more mass than the bowling ball has, then it also has more gravitational potential energy.
When they're both at the same height, the heavier object has more gravitational potential energy.
No. Potential energy is energy due to an object's position in space. It has nothing to do with its motion.
Weight is directly proportional to mass and the acceleration of gravity: W = mg. On Earth, g = 32.2 ft/s2 or 9.8 m/s2. On the moon, it's much less; on Jupiter, it's much more. In space, it's zero.