Difference between revisions of "Work Done"
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==Key Stage 3== | ==Key Stage 3== | ||
===Meaning=== | ===Meaning=== | ||
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[[Work Done]] is the amount of [[Energy Transfer|energy transferred]] by the action of a [[force]]. | [[Work Done]] is the amount of [[Energy Transfer|energy transferred]] by the action of a [[force]]. | ||
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:<math> W = 48J</math> | :<math> W = 48J</math> | ||
: 2. The brakes on a car apply a force of 10,000N. The car travels a distance of 15m braking. Calculate the work done by the brakes. | : 2. The brakes on a car apply a force of 10,000N. The car travels a distance of 15m braking. Calculate the work done by the brakes. | ||
| − | + | : Force = 10,000N | |
| + | : Distance moved in the direction of the force = 15m | ||
| + | :<math> W = Fd</math> | ||
| + | :<math> W = 10,000 \times 15</math> | ||
| + | :<math> W = 15,000J</math> | ||
: 3. A person carries a 20N box along a horizontal path of 20m. | : 3. A person carries a 20N box along a horizontal path of 20m. | ||
| + | : Force = 40N | ||
| + | : Distance moved in the direction of the force = 0m | ||
| + | :<math> W = Fd</math> | ||
| + | :<math> W = 20 \times 0</math> | ||
| + | :<math> W = 0J</math> | ||
| + | No work has been done because the movement is not in the direction of the force. The weight acts downwards but the movement was horizontal. | ||
Revision as of 10:18, 9 October 2018
Key Stage 3
Meaning
Work Done is the amount of energy transferred by the action of a force.
About Work Done
- Work Done is measured in Joules.
- Work Done can only be calculated for objects moving in the direction of the force.
Equation
\[ Work Done = Force \times Distance moved in the direction of the force\] \[ W = F \times d\] \[ W = Fd\]
- Work done is written with a capital W. Force is written with a capital F. Distance is written with a lower case d.
Example Calculations
- 1. A person lifts a 40N box by a height of 1.2m. Calculate the work done by the person against gravity.
- Force = 40N
- Distance moved in the direction of the force = 1.2m
\[ W = Fd\] \[ W = 40 \times 1.2\] \[ W = 48J\]
- 2. The brakes on a car apply a force of 10,000N. The car travels a distance of 15m braking. Calculate the work done by the brakes.
- Force = 10,000N
- Distance moved in the direction of the force = 15m
\[ W = Fd\] \[ W = 10,000 \times 15\] \[ W = 15,000J\]
- 3. A person carries a 20N box along a horizontal path of 20m.
- Force = 40N
- Distance moved in the direction of the force = 0m
\[ W = Fd\] \[ W = 20 \times 0\] \[ W = 0J\] No work has been done because the movement is not in the direction of the force. The weight acts downwards but the movement was horizontal.