At that speed, its kinetic energy would be quite a bit more than its previous potential energy.To solve this, assume that all the potential energy will be converted to kinetic energy. Replace the energy and the mass into the equation for kinetic energy, and solve for speed.
Simple! It is because the calculation which led you to the answer 10 ms-1 was wrong.
Gravitational potential energy = mgh = 500, where m is the mass = 100 kg, g is the acceleration due to gravity and h is the height.
m = 100 kg => gh = 5.
Using the equations of motion,
v2 - u2 = 2gh (2as in standard "SUVAT" terms)
where u is the initial velocity (= 0 ms-1) and v is the final velocity.
Therefore v2 - 0 = 2*5 = 10
So it is v2 which is 10, not v. (The superscript 2 is not simply for decoration!)
and therefore v = 3.1623, approx.
The velocity is the square root of (2 PE/m) where PE = 500 and m = 100; that is the square root of 10 or 3.16 m/sec
No, speed does not directly affect the gravitational potential energy of an object. Gravitational potential energy depends on an object's mass, height above a reference point, and the acceleration due to gravity, but not its speed.
The ball sitting on steps has potential energy due to its position and gravitational pull. As it rolls down the steps, potential energy is converted into kinetic energy.
Kinetic energy is always less than gravitational potential energy because an object's kinetic energy is dependent on its velocity, while its gravitational potential energy is determined by its height above the ground. In most scenarios, the object is higher (has more potential energy) before it falls and accelerates, so the gravitational potential energy it loses is converted to kinetic energy, but it is never greater than its original potential energy.
The type of energy of a boulder sitting on a cliff is potential energy. Potential energy is possible energy as opposed to actual energy. If it were to start rolling down the hill, the energy would change to kinetic energy.
Potential energy and gravitational potential energy are different from each other ."Potential energy is the ability of a body to do work." Anddue_to_its_height.%22">"Gravitational potential energy is the ability of a body to do work due to its height."Gravitational potential energy is a type of potential energy.
-- If the velocity is horizontal, then gravitational potential energy doesn't change. -- If velocity is vertical and upward, gravitational potential energy increases at a rate proportional to the speed. -- If velocity is vertical and downward, gravitational potential energy decreases at a rate proportional to speed.
YES!
No, speed does not directly affect the gravitational potential energy of an object. Gravitational potential energy depends on an object's mass, height above a reference point, and the acceleration due to gravity, but not its speed.
The ball has the highest gravitational potential energy when it is at its highest point in the air, as that is when it has a velocity of zero and is up the highest.
The energy of position in this scenario is gravitational potential energy. This energy is determined by an object's position in a gravitational field, such as the height of the rock on the hill. It represents the potential for the object to do work if it were allowed to move to a lower position.
Gravitational energy is the potential energyassociated with the gravitational field.
Potential energy and gravitational potential energy are different from each other ."Potential energy is the ability of a body to do work." Anddue_to_its_height.%22">"Gravitational potential energy is the ability of a body to do work due to its height."Gravitational potential energy is a type of potential energy.
A rock on the top of a hill has potential energy. When it falls it has kinetic energy. You are probably in 6th grade to be learning this. :) Hope this helped you!
Gravitational-potential energy.
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.
Gravitational energy is partly potential energy, -mGM/r and partly vector energy cmV. The vector energy is not recognized because physicists define energy as a scalar, not a vector. The Universe defines energy as a Quaternion the sum of a scalar and a vector.Kinetic energy is scalar energy subset of potential energy.The gravitational energy is a Quaternion:W = -mGm/r + cmV = -vh/r + cP =-vp + cP = -mv2 + cPThe Law of Gravity creates a velocity field V that imposes itself on the mass m. The potential energy is -vp = -mv2 and the vector energy cP= cmV.The gravitational field cause both the potential energy and the vector energy. What Newton and physicists have done is to miss the fact that the mass m is moving with velocity and thus has vector momentum , vector energy.
Kinetic energy becoming potential energy.