In this section you will use the equation to calculate work done use the equation to calculate kinetic energy solve simple energy interchange problems.

Slides:



Advertisements
Similar presentations
Work, potential and kinetic energy
Advertisements

Work, potential and kinetic energy
Energy Problems Review for Potential energy, Kinetic energy, Total Energy work, power.
Energy Conversion of Energy Forms of Energy Energy Work.
Fall Final Review WKS: WORD PROBLEMS Part II. 1. A car travels at a constant speed of 15 m/s for 10 seconds. How far did it go?
Fall Final Review WKS: WORD PROBLEMS. Average Speed 1. A rock is dropped from the top of a tall cliff 9 meters above the ground. The ball falls freely.
What is an instrument that makes work easier called?
Chapter 5 Section 1: What is Energy?
The apple is ……. Vel ocity = = = x x  :. The apple is ……. = =  : x x =x.
Power Core • Relate (without calculation) power to work done and time taken, using appropriate examples Supplement • Recall and use the equation P = E/t.
Energy and Work.  Formulas:  W = Fd ▪ Units of work are the joule (J)
Writing prompt: 10/24/06 If you sit in my rolley chair and push off the wall with your feet, which way will you move? Explain why this happens.
Tuesday, September 29, 2009 In olden days, something was only considered “doing work” if you were getting tired or sweaty doing it. Make up a definition.
Work. What do you think of when you think of work? You probably think of…
Work Kinetic Energy Potential Energy. Work is done when There is an application of a force There is movement of something by that force Work = force x.
Preview Multiple Choice Short Response Extended Response.
Standard Grade Physics Transport. To find the average speed of a car in a race, the distance it covers and what other quantity is required? Length.
Energy Chapter 7.
Energy and work Sections 12, 13, 14 and 15
Sub title Potential Energy Work Work- Energy Theorem Kinetic Energy Power 200 Work-Power-Energy.
Work.
Aim: How can we solve problems dealing with kinetic energy?
Energy and Work. Energy Energy is the ability to change or cause change. If something has no energy, there can be no change.
Mechanics revision Q3. During the construction of a building, a long beam was lifted into place using a crane.  Calculate the work done in lifting the.
Last lesson  Learn what “work” is!  Learn how to calculate work  See who can do the most work!  Power.
Work and Kinetic Energy. What is kinetic energy?  If an object is moving, it has energy. You can think of kinetic energy as the energy of motion, and.
Ch. 8 Energy. Learning Intention Understand how to describe, discuss, and quantify the energy of a system Journal: Why do you think this concept is important?
MOVEMENT AND CHANGE Calculating Kinetic Energy. Kinetic Energy A running elephant has more kinetic energy than a running man, because it has more mass.
Work Done Work is done (or energy is used up), when a force moves an object. d F The amount of work done depends on the distance the object is moved. The.
Work Work done is a measure of the energy transferred. E.g. when lifting a pencil I do work against the earth’s gravity force, energy has been transferred:
Calculating Work. Work = force x distance W=f x d Unit of Measurement for Work is Joules Unit of Measurement for Force is Newtons Unit of Measurement.
Chapter 9 Energy.
Vocabulary Work Problems Potential Energy Problems Kinetic Energy Problems Extra Questions
Work and Energy 1 st Law of Thermodynamics  Energy cannot be created or destroyed. It can only be converted from one form into another.
IB Physics 11 Mr. Jean November 3 rd, The plan: Video clips of the day Work Potential energy –Gravitational potential kinetic energy.
Doing work.
Physics Section 5.4 Define “power” Power- is the rate at which work is done or energy is transformed. P = W ∆t P = power (watts) W = work (J) t = time.
Forces.
Work.
Chapter 8: Energy.
POTENTIAL AND KINETIC ENERGY HOMEWORK SOLUTIONS January 17, 2017
Rearranging equations
Today’s lesson Learn what “work” is! Learn how to calculate work
Momentum, work, power and energy review problems
Work, Energy & Power.
ENERGY EQUATIONS By the end of this presentation you should be able to: Calculate kinetic energy, work and power.
Work, potential and kinetic energy
Energy and Work.
Chapter 5 Work, Power and Energy.
E Energy Energy Calculating energy Example: Calculating landing speed.
E Energy Energy Calculating energy Example: Calculating landing speed.
Work and Energy SPH3U.
Work.
Work and Power.
Potential Energy.
April 7, 2009 Study for 5 min for your quiz.
Work, potential and kinetic energy
Work Who does the most work? Definition of work in physics:
Energy.
This lesson Work done as energy transfer
Work, Energy and Power.
Calculating Work 4/9/2019 Calculating Work.
Energy Revision Define renewable energy.
PE, KE Examples Answers 1. A shotput has a mass of 7.0 kg. Find the potential energy of a shotput raised to a height of 1.8 m. m = 7.0 kg h.
Work.
Energy Review.
P2 - Physics Movement.
Physical Science Chapter 13 Section 3
Energy and Momentum.
Physical Science Chapter 5
Presentation transcript:

In this section you will use the equation to calculate work done use the equation to calculate kinetic energy solve simple energy interchange problems

The work done on or by an object is worked out using the equation:- Work done = Force x distance W = F x d (in Joule) (in Newton) (in metres) EXAMPLE 1 A person pushes a box 15m along the ground using a force of 100N. How much work has been done? 15m Work done = X =

The work done on or by an object is worked out using the equation:- Work done = Force x distance W = F x d (in Joule) (in Newton) (in metres ) EXAMPLE 2 A person lifts a 5N box onto a table that is 1.2m high. How much work has been done on the box? How much work is done by the person getting on the table if he weighs 500N? Work done = X = on the box Click for answers Work done = X = by the person

The work done on or by an object is worked out using the equation:- Work done = Force x distance W = F x d (in Joule) (in Newton) (in metres) EXAMPLE 1 A person pushes a box 15m along the ground using a force of 100N. How much work has been done? 15m Work done = X =

The work done on or by an object is worked out using the equation:- Work done = Force x distance W = F x d (in Joule) (in Newton) (in metres ) EXAMPLE 2 A person lifts a 5N box onto a table that is 1.2m high. How much work has been done on the box? How much work is done by the person getting on the table if he weighs 500N? Work done = X = on the box Work done = X = by the person

Kinetic energy is the energy an object has because of its movement. The kinetic energy can be worked out using the equation:- Kinetic = 1 x mass x (speed) energy 2 2 (joule, J) (kilogram,kg) (m/s) 2 Example 1 Work out the kinetic energy of a person of mass 80kg falling at 50m/s K E = X X K E =

Kinetic energy is the energy an object has because of its movement. The kinetic energy can be worked out using the equation:- Kinetic = 1 x mass x (speed) energy 2 2 (joule, J) (kilogram,kg) (m/s) 2 Example 2 Work out the kinetic energy of a person of mass 80kg falling at 12m/s K E = X X K E = Click for answers

Kinetic energy is the energy an object has because of its movement. The kinetic energy can be worked out using the equation:- Kinetic = 1 x mass x (speed) energy 2 2 (joule, J) (kilogram,kg) (m/s) 2 Example 1 Work out the kinetic energy of a person of mass 80kg falling at 50m/s K E = X X K E =

Kinetic energy is the energy an object has because of its movement. The kinetic energy can be worked out using the equation:- Kinetic = 1 x mass x (speed) energy 2 2 (joule, J) (kilogram,kg) (m/s) 2 Example 2 Work out the kinetic energy of a person of mass 80kg falling at 12m/s K E = X X K E =

80m If the car weighs 8000N, how much useful work is done as it climbs the hill? WD = X =

The car has J of energy at the top of the cliff. The car has a mass of 800kg. Assume that all it’s energy is changed into kinetic energy as it falls. Work out the speed of the car as it hits the ground. K E = X X K E = Click for answers

80m If the car weighs 8000N, how much useful work is done as it climbs the hill? WD = X =

The car has J of energy at the top of the cliff. The car has a mass of 800kg. Assume that all it’s energy is changed into kinetic energy as it falls. Work out the speed of the car as it hits the ground. = V 2 X = V 2 X V 2 = V 2 = V =