Energy And Power Flashcards
Give the definition of power.
Power is the rate at which work is done.
How can the work done in a resistor be investigated?
Using a CALORIMETER.
The work done is equivalent to [what]?
The energy transferred.
What is the equation to finding work done?
W = i^2RT
[I squared x resistance x time]
Give the names and units of the following symbols;
1] w [unit?]
2] I
3] R
4] t
1] work done [joules - J]
2] current [amperes - A]
3] resistance [ohms - **]
4] time [seconds - t]
What is work done also known as?
Energy
Give the equation to finding power: [there are actually 3 ** asking teacher]
P = W/t
Give the names and units of the following symbols;
1] P
2]W
3]t
1] power - watts
2] work done - joules
3] time - seconds
If energy is measure in joules, and power is measure in joules per second… what is one watt equal to?
One joule per second
If energy is measure in joules, and power is measure in joules per second… what is one watt equal to?
One joule per second
The term ‘watt’ is the unit for power and describes?
The rate at which energy is used by an electrical device.
When paying for the electricity in our homes, the cost is not expressed in joules OR seconds. What units of measurement are used?
- express the power in kilowatts
- express the time in hours
Therefore, the cost is not expressed in joules, rather kWh killowatts per hour
To how many watts is one kilowatt [kwh] equal to?
1,000 watts / 1,000 joules of energy per seconds.
What does a ‘kilowatt-hour’ mean?
It means that one kilowatt of power has been used for one hour.
How do you determine the killowatt-hours of electricity used?
Kilowatt-hours = kilowatts x hours