Power is work divided by time.
10 J in 5 s means the machine develops 2 watts of power.
10J / 5sec = 2 J/sec = 2 watts
power
Power decreases as the time spent doing the work increases. This is according to the formula of where power equals the work done divided by the time doing it. Power and time therefore stand in an inverse mathematical relationship.
Power is the rate of doing work
Power is measured in watts, or joules per second. So in 90 seconds, 1200 joules of work is equal to 1200/90 watts or 13.3 watts.
The work is Work= FD= 40x18= 720 Joules. The power is W/seconds = 720/4= 180 Watts.
Power = energy/time During those 25 seconds, the machine is doing work at the rate of 800/25 = 32 watts. We don't know how much power the machine must consume in order to perform work at that rate, but we know it's more than 32 watts.
rate of doing work
"Power" is the rate of work, or of energy transfer.
Power
either to friction (heat, sound, light) or to internal mechanical changesAnother AnswerPower doesn't 'go' anywhere! Power is simply a 'rate': the rate at which the machine is doing work. If the machine isn't doing work by supplying a mechanical load, then it's output power is zero. However, energy still has to be provided to overcome the losses due to heat transfer from the machine, friction, windage, etc. The rate at which this energy is supplied to the motor is the power of the machine off load.
Doing work.
How fast work happens or how quickly energy is transferred.
'Power' is the rate of doing work.
A machine.
power
Power
You need to convert the time to seconds. Then, if you divide the work (in joules) by the time (in seconds), you will get the power in watts.