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EDEXCEL IGCSE / CERTIFICATE IN PHYSICS 4-3 Work and Power Edexcel IGCSE Physics pages 142 to 149 June 17 th 2012 All content applies for Triple & Double Science

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Edexcel Specification Section 4: Energy resources and energy transfer c) Work and power know and use the relationship between work, force and distance moved in the direction of the force: work done = force × distance moved W = F × d understand that work done is equal to energy transferred know and use the relationship: gravitational potential energy = mass × g × height GPE = m × g × h know and use the relationship: kinetic energy = ½ × mass × speed 2 KE = ½ × m × v 2 understand how conservation of energy produces a link between gravitational potential energy, kinetic energy and work describe power as the rate of transfer of energy or the rate of doing work use the relationship between power, work done (energy transferred) and time taken: power = work done / time taken P = W / t

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Work and energy When a force causes a body to move through a distance, energy is transferred and work is done. work done = energy transferred. Both work and energy are measured in joules (J).

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Work and friction Work done against frictional forces is mainly transformed into heat. Rubbing hands together causes them to become warm. Brakes pads become hot if they are applied for too long. In this case some of the cars energy may also be transferred to sound in the form of a squeal

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The work equation work done = force applied × distance moved in the direction of the force W = F x d work, W is measured in joules (J) force, F is measured in newtons (N) distance, d is measured in metres (m)

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also: force = work done ÷ distance moved and: distance = work done ÷ force Fd W

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Question 1 Calculate the work done when a force of 5N moves through a distance of 3m. W = F x d = 5N x 3m work = 15 J

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Question 2 Calculate the work done when a force of 6N moves through a distance of 40cm. W = F x d = 6 N x 40 cm = 6 N x 0.40 m work = 2.4 J

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Question 3 Calculate the value of the force required to do 600J of work over a distance of 50m. W = F x d becomes: F = W ÷ d = 600 J ÷ 50 m force = 12 N

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Question 4 Calculate the distance moved by a force of 8N when it does 72J of work. W = F x d becomes: d = W ÷ F = 72 J ÷ 8 N distance moved = 9 m

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Question 5 Calculate the work done by a child of weight 300N who climbs up a set of stairs consisting of 12 steps each of height 20cm. W = F x d The child must exert an upward force equal to its own weight. Therefore: force = 300N This force is exerted upwards and so the distance must also be measured upwards. = (12 x 20cm) = 2.4m therefore: work = 300 N x 2.4 m work = 720 J

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Question 6 Calculate the work done by a person of mass 80kg who climbs up a set of stairs consisting of 25 steps each of height 10cm. W = F x d the person must exert an upward force equal their weight the persons weight = (80kg x 10N/kg) = 800N the distance moved upwards equals (10 x 25cm) = 2.5m work = 800 N x 2.5 m work = 2000 J

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Complete workforcedistance J50 N3 m 800 J N20 m 500 J250 N m kJ4000 N2 m 2 MJ3.03 N5 km Answers

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Choose appropriate words to fill in the gaps below: Work is done when a _______ moves through a distance. The amount of _______ transferred is also equal to the work done. When a car brakes energy is transformed to ______. Work done is ______ to the force _________ by the distance moved in the __________ of the force. The work done is measured in ______ if the force is measured in newtons and the _________ in metres. multiplieddistancejoulesequalforceenergydirection WORD SELECTION: heat multiplied distance joules equal force energy direction heat

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Gravitational potential energy Gravitational potential energy (GPE) is the energy stored in an object when work is done in moving the object upwards. GPE = mass x g x height GPE = m x g x h GPE is measured in joules (J) mass, m is measured in kilograms (kg) gravitational field strength, g is measured in newtons per kilogram (N/kg) height, h is measured in metres (m)

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Question 1 Calculate GPE gained when a weightlifter lifts a mass of 120kg up by 2.5m. (g = 10N/kg) GPE = m x g x h = 120kg x 10N/kg x 2.5m GPE = 3000 J

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Question 2 Calculate the gravitational potential energy gained by a student of mass 70kg climbing a flight of stairs of height 4m. GPE = m x g x h = 70kg x 10N/kg x 4m GPE = J

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Kinetic energy Kinetic energy is the energy possessed by a body because of its speed and mass. kinetic energy = ½ x mass x (speed) 2 KE = ½ x m x v 2 kinetic energy, KE is measured in joules (J) mass, m is measured in kilograms (kg) speed, v is measured in metres per second (m/s)

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Question 1 Calculate the kinetic energy of a car of mass 1000kg moving at 5 m/s. KE = ½ x m x v 2 = ½ x 1000kg x (5m/s) 2 = ½ x 1000 x 25 = 500 x 25 kinetic energy = J

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Question 2 Calculate the kinetic energy of a child of mass 60kg moving at 3 m/s. KE = ½ x m x v 2 = ½ x 60kg x (3m/s) 2 = ½ x 60 x 9 = 30 x 9 kinetic energy = 270 J

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Question 3 Calculate the kinetic energy of a apple of mass 200g moving at 12m/s. KE = ½ x m x v 2 = ½ x 200g x (12m/s) 2 = ½ x 0.200kg x 144 = x 144 kinetic energy = 14.4 J

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Question 4 Calculate the mass of a train if its kinetic energy is 2MJ when it is travelling at 4m/s. KE = ½ x m x v 2 2MJ = ½ x mass x (4m/s) J = ½ x mass x = 8 x mass ÷ 8 = mass mass = kg

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Question 5 Calculate the speed of a car of mass 1200kg if its kinetic energy is J. KE = ½ x m x v J = ½ x 1200kg x (speed) = 600 x (speed) ÷ 600 = (speed) 2 25 = (speed) 2 speed = 25 speed = 5 m/s

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Question 6 Calculate the speed of a ball of mass 400g if its kinetic energy is 20J. KE = ½ x m x v 2 20J = ½ x 400g x (speed) 2 20 = ½ x 0.400kg x (speed) 2 20 = x (speed) 2 20 ÷ = (speed) = (speed) 2 speed = 100 speed = 10 m/s

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Complete kinetic energymassspeed J4 kg2 m/s 27 J kg3 m/s 1000 J80 kg m/s kJ200 kg8 m/s 3.2 J3.03g4 m/s Answers

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Falling objects If there is no significant air resistance then conservation of energy results in gravitational potential energy being converted into kinetic energy as an object falls. gain in KE = loss of GPE h m ½ h v1v1 v2v2 gpe = mgh ke = ½ mv 2 2 ke = 0 gpe = 0 gpe = ke gpe = ½ mgh ke = ½ mv 1 2 ke = mgh

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Graphs of GPE and KE Energy Time 0 0 object dropped GPE KE TOTAL ENERGY = GPE + KE object reaches lowest point

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Question A child of mass 40kg climbs a wall of height 3m and then steps off. Calculate the speed at which the child reaches the bottom of the wall. Childs initial gravitational potential energy: GPE = m x g x h = 40kg x 10N/kg x 3m GPE = J If air resistance is insignificant then all of this GPE is converted into kinetic energy KE = ½ x m x v J = ½ x 40kg x (speed) = 20 x (speed) ÷ 20 = (speed) 2 60 = (speed) 2 speed = 60 speed = 7.75 m/s

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Choose appropriate words to fill in the gaps below: Gravitational ________ energy is the energy stored when an object is lifted ________. This energy is released when the object _____ back to its initial position. Kinetic energy is the energy possessed by an object due to its _______ and mass. If the mass of an object is ________ its kinetic energy doubles. If the speed is doubled the kinetic energy will increase by ______ times. When a __________ object is released gravitational potential energy is converted into _________ energy. doubledkineticraised falls potentialupwardsfour WORD SELECTION: speed doubled kinetic raised falls potential upwards four speed

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Power (P) Power is a measurement of how quickly work is done. power = work done time taken P = W t power, P is measured in watts (W) work done, W is measured in joules (J) time, t is measured in seconds (s) One watt is the same as one joule per second.

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Power is also equal to how quickly energy is transformed from one form to another. power = energy change time P = E t

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Question 1 Calculate the power of a motor that exerts a force of 40N over a distance of 2m for 10seconds. W = F s = 40 N x 2 m work done = 80 J P = W / t = 80J / 10 s power = 8.0 W

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Question 2 Calculate the power of an electric motor that lifts a mass of 50 kg upwards by 3.0 m in 20 seconds. g = 10 N/kg gain in GPE = m g h = 50 kg x 10 N/kg x 3 m = 1500 J P = E / t = 1500 J / 20 s power = 75 W

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Complete: energy transfer work donetimepower 600 J 120 s5 W 440 J 20 s22 W J 2 hours4 W 2.5 mJ2.5 kJ50 s50 W Answers 600 J5 W 440 J20 s J 2500 J 50 W

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Measuring a persons power 1. Measure the weight, W of person using weighing scales. 2. Measure the time taken for the person to run up a flight of stairs of height, h 3. Work done = weight x height = W x h = W x n x s 4. Power of the person = work done / time taken = (W x n x s) / t total stairs height, h = n x s stairs of n steps s person of weight, W

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Example calculation Weight of person, W = 800N Time taken, t = 3.0 seconds Stairs: number of steps, n = 12 height of step = 0.20m total stair height, h = 12 x 0.20m = 2.4m Work done = weight x height = 800N x 2.4m = 1920J Power = 1920J / 3.0s = 640W total stairs height, h = n x s stairs of n steps s person of weight, W

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Choose appropriate words to fill in the gaps below: Power is a measure of how ___________ a device does work. Power is equal to work done in _________divided by the time taken. The _________ of a device is also equal to the rate at which a device transforms ___________ from one form to another. Power is measured in _________, symbol W. A one kilowatt motor will perform one ____________ joules of work every __________. joulesenergy thousand quicklypower watts second WORD SELECTION: joules energy thousand quickly power watts second

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Work and Power Notes questions from pages 142 to Give the equation for work done, state the units used and give an example calculation. 2.Give the equation for kinetic energy, state the units used and give an example calculation. 3.Give the equation for gravitational potential energy, state the units used and give an example calculation. 4.Explain how gravitational potential and kinetic energy vary as an object falls. You should copy all the diagrams on page 146 as part of your answer. 5.Give the equation for power, state the units used and give an example calculation. 6.Explain how the power of a person can be measured using a flight of stairs. 7.Answer the questions on page Verify that you can do all of the items listed in the end of chapter checklist on page 149.

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Online Simulations WorkWork (GCSE) - Powerpoint presentation by KT Kinetic EnergyKinetic Energy (GCSE) - Powerpoint presentation by KT Gravitational Potential EnergyGravitational Potential Energy (GCSE) - Powerpoint presentation by KT Bouncing ball with different surfaces showing KE & PEBouncing ball with different surfaces showing KE & PE - Freezeway.com Energy Skate ParkEnergy Skate Park - Colorado - Learn about conservation of energy with a skater dude! Build tracks, ramps and jumps for the skater and view the kinetic energy, potential energy and friction as he moves. You can also take the skater to different planets or even space! Rollercoaster DemoRollercoaster Demo - Funderstanding Energy conservation with falling particlesEnergy conservation with falling particles - NTNU Ball rolling up a slope Ball rolling up a slope - NTNU Pulley SystemPulley System - Fendt Bicycle gear distance multiplier demonstrationBicycle gear distance multiplier demonstration - Freezeway.com BBC AQA GCSE Bitesize Revision: Work, force and distance Potential and kinetic energy Kinetic energy equation

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