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Worksheet 8 Conservation of Mechanical Energy Student Name Energy E is defined as the capacity to do work scalar The unit for all energy and work is the Joule Mechanical energy the energy due to the position of something or the movement of something
A What is its kinetic energy b What is its potential energy c What is its mechanical energy 8 A 59 kg man has a total mechanical energy of 150 023 J If he is swinging downward and is currently 2 6 m above the ground what is his speed
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What is its total mechanical energy mechanical energy includes kinetic gravitational potential and elastic potential but not internal forms of energy such as thermal or chemical
Law of Conservation of Energy Energy is never created nor destroyed just transformed into other forms of energy If energy can only be transformed then for any object being thrown into the air or dropped Ep Ek OR mgh 1 2 mv2 The potential energy at the top equals the kinetic energy at the bottom Ex
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Conservation Of Energy Worksheet Answers
Conservation Of Energy Worksheet Answers
Successful way to answer the first part was to use the method suggested conservation of energy In b some failed to appreciate that the velocity at C was at an angle not necessarily
Law of Conservation of Energy Worksheet Use the Law of Conservation of Energy to solve the following problems 1 Physics student is dropped don t ask why or you re next If they reach the floor at a speed of 3 2 m s from what height did they fall
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A What is its kinetic energy b What is its potential energy c What is its mechanical energy 8 A 59 kg man has a total mechanical energy of 150 023 J If he is swinging downward and is currently 2 6 m above the ground what is his speed
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Answer a The potential energy is twice as great at X than at Y so kinetic energy must be twice as great at Z Kinetic energy is proportional to the square of the velocity so velocity is not twice as great
A What is its kinetic energy b What is its potential energy c What is its mechanical energy 8 A 59 kg man has a total mechanical energy of 150 023 J If he is swinging downward and is currently 2 6 m above the ground what is his speed
Answer a The potential energy is twice as great at X than at Y so kinetic energy must be twice as great at Z Kinetic energy is proportional to the square of the velocity so velocity is not twice as great
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