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Conservation of Energy
Work can be changed into potential or kinetic energy. If friction exists, work can be turned into internal energy.
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Answer Me!!! An average force of 20 N is used to pull the string of a bow equipped with an arrow back 0.60 m. When the arrow leaves the bow string after being released, how much kinetic energy does the arrow have?
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Conservation of Energy
Energy cannot be created or destroyed. The total amount of energy of an object or system is a constant. However, the energy can change forms between potential and kinetic.
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Changing Work Into Energy
In a system with NO FRICTION, ALL OF THE WORK becomes potential or kinetic energy. In a system that has friction, work must be done to overcome this force and will result in heat or internal energy.
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Ideal Mechanical Systems
An Ideal Mechanical System is a system that has no friction or resistance. All of the energy in an ideal mechanical system is comprised of potential and kinetic energy.
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Nonideal Mechanical Systems
A Nonideal Mechanical System is a system that has some friction or other resistive (non-conservative) force. Typically, non-conservative forces oppose motion and convert kinetic energy into heat energy.
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Energy Conservation:Pendulum
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Practice Problem 2 A 650 kg roller coaster starts from rest at the top of the first of three hills and glides freely. If the height of the three hills is 10 m, 6 m and 3 m respectively, find the kinetic energy at the top of the third hill.
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Practice Problem 3 A 0.1 kg apple falls from a tree 2 m and hits a spring. If the spring is compressed 0.1 m from its rest position, what is the spring constant of the spring?
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Practice Problem 4 A 0.1kg ball dropped vertically from a height of 1.0 m above the floor bounces back to a height of 0.8 m. How much mechanical energy is lost by the ball as it bounces?
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Practice Problem 5 400 J of work is done to raise a 72 N box a vertical distance of 5 m. How much work is done to over come friction and air resistance?
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Practice Problem 6 A 1.0 kg mass gains kinetic energy as it falls freely from a vertical distance d. How far would a 2.0 kg mass have to fall freely to gain the same kinetic energy?
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