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Rogue Physicist.  Free resources for physics education © 2006-2016 Dorian Pascoe.  Email: dorian.pascoe@hotmail.co.uk

Most resources are available under a Creative Commons Licence.  Visit our mirror at www.physicsweb.altervista.org

 

 

Work Done

 

Objectives

• Know that work is done when energy is transferred to an object - e.g. by using a force to move an object through a distance.

• Know that work is measured in units of Joules.

• Be able to use the formula W = F × d to solve numerical problems involving forces and work done.

 

 

Task 1 - Starter/recap

Remind the person next to you:

• What is meant by the elastic region of a spring?

• What is meant by the plastic region of a spring?

• In which region does Hooke's Law apply?

• What is the weight of 1kg on Earth?

• What is the weight of 50kg on Earth?

 

1. A spring extends by 0.05m when a force of 9N is applied.  Calculate the spring constant.

2. A spring in a child's pop-up toy has a spring constant of 40 Nm-1.  Calculate the extension produced when a force of 3N is applied.  Convert your answer into centimetres.

3. A spring used for car suspension has a spring constant of 4900 Nm-1.  What force is required to produce an extension of 10cm?

 

 

 

 

Task 2

Discuss with the person next to you:

• What does "doing work" mean?

• What about "working out?"

• What is the difference between doing schoolwork and working out?

 

Your teacher will ask you to share some of your ideas with the rest of the class and show you this powerpoint presentation, which gives examples of situations where work is being done.

 

 

 

 

Task 3

Work is done when energy is transferred to an object, and so work done (just like energy) is measured in Joules.  Work is always done when a force is used to move something through a distance, against an opposing force.  The amount of work done can be calculated simply, using the formula below.

 

W  = F × d

 

W = Work done, measured in Joules (J)

F = Force applied, measured in Newtons (N)

d = distance, measured in metres (m)

 

Copy the text and formula above into your exercise book.  You may also wish to show the formula as an equation triangle.

 

 

Note: the formula is given in the examination, but the equation triangle is not given.  If you find it easier to use the equation triangle then it is up to you to remember it!

 

 

 

 

 

Task 4

Try these questions.  Show full working for all your calculations.  Your teacher will show you how to lay out the first one.

 

Or try out these questions: