What is the difference between potential and kinetic energy?

The difference between potential and kinetic energy comes to the very simple property of the object. If the object moves, it has kinetic energy or is the kinetic energy of the energy of movement. Potential energy is the energy that is stored in the object and can be released under the correct conditions. Thus, the difference between potential and kinetic energy is whether or not the object is moving.

Many objects have potential energy that can be released in many different ways. Palie and food contain potential energy that is released as warm or chemical energy. Springs also contain potential energy. When spring is released, potential energy is released as kinetic energy. Another example of potential energy is gravitational potential energy. The amount of gravitational potential of the energy that the object has, as raised by measuring the amount of work that took the object to get there by means of a height that was increased (H), its weight (m) and gravitational thrust of the ground (G), which is 10 n/kg. The formula for gravitational potential energy is GPE = MGH. For example, a weight of 50 kg, which is raised 5 m, GPE would have 50 x 5 x 10 or 2500 joules (J), a unit for energy.

If the weight used in the previous example, its gravitational potential energy would turn into kinetic energy. The weight only begins with gravitational energy while it is held above the ground. When it is released, it begins to accelerate towards the ground due to gravitational move. Just as it will have potential kinetic energy. The closer it gets to the ground, the more its potential energy is transferred to kinetic energy until it is hit by the ground and all the energy is mashed to kinetic energy.

This is the principle of maintaining energy in physics. Energy protection states that energy cannot be destroyed or created and it is a basic physical law. The gravitational potential potential was initially transferred from abovethe energy from work to raise weight. Second, the kinetic energy was transferred from the stored gravitational potential energy of the raised weight. In other words, potential and kinetic energy are the same.

The kinetic energy

is calculated by means of the weight (m) of the object and its speed (V) in the following equation - K = ½ MV

2 (Mass x speed is divided by 2). Using our example, we already know the kinetic energy of weight, because the potential and kinetic energy are the same. The weight has a kinetic energy of 2500 J just before it hits the ground. We can use it to determine its speed when it hit the ground or its speed of impact. By interrupting the Kinetic energy formula, we get - in 2 = 2KE/m or in 2

= 2 x 2500/50 = 100, so the weight impact rate is 10 m/s (the square root 100).

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