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 DEFINITION
 FORMULA
 EXAMPLE
the amount of energy transferred or converted per unit
time.
Or the rate of doing work
The SI unit is joule/second or also called as watt (W)
Named after Scottish inventor JAMES WATT (1736-1819)
Another unit is horsepower or hp which is equal to 746 W
• Great power (powerful) means a large amount of work or
energy developed in a short time.
• Examples:
1. when a powerful car accelerates rapidly, it does a large amount of
work and consumes a large amount of fuel in a short time.
2. Climbing a stairs in a short period of time among other people.
P = W/t
W= Fd therefore; P = Fd/t
P = power F = force
W = work d = distance/displacement
T = time
1. A garage hoist lifts a truck up 2 meters above the ground in 15 seconds. Find
the power delivered to the truck. [Given: 1000 kg as the mass of the truck]
First we need to calculate the work done, which requires the force necessary to
lift the truck against gravity:
F = mg = 1000 x 9.81 = 9810 N.
W = Fd = 9810N x 2m = 19620 Nm = 19620 J.
The power is P = W/t = 19620J / 15s = 1308 J/s = 1308 W. P=f.v
2. To lift a baby from a crib, 50 J of work is done. How
much power is required to lift the baby in 0.5 s?
• Given:
W = 50 J; t = 0.5 s; P = ?
• Solution: P = W / t
= 50 J / 0.5 s
= 100 J/s or 100 W
• Answer: The power needed is 100 W in order to lift a baby in 0.5 seconds.
Solve the following problems.
1. A force of 75 N is exerted on a 45 kg sofa, and the sofa is moved 5 m.
How much work is done moving the sofa?
2. A lawn mower is pushed with a force of 80 N. if 12,000 J of work is
done in mowing a lawn, what is the total distance the lawn mower was
pushed?

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Power

  • 2. the amount of energy transferred or converted per unit time. Or the rate of doing work The SI unit is joule/second or also called as watt (W) Named after Scottish inventor JAMES WATT (1736-1819) Another unit is horsepower or hp which is equal to 746 W
  • 3. • Great power (powerful) means a large amount of work or energy developed in a short time. • Examples: 1. when a powerful car accelerates rapidly, it does a large amount of work and consumes a large amount of fuel in a short time. 2. Climbing a stairs in a short period of time among other people.
  • 4. P = W/t W= Fd therefore; P = Fd/t P = power F = force W = work d = distance/displacement T = time
  • 5. 1. A garage hoist lifts a truck up 2 meters above the ground in 15 seconds. Find the power delivered to the truck. [Given: 1000 kg as the mass of the truck] First we need to calculate the work done, which requires the force necessary to lift the truck against gravity: F = mg = 1000 x 9.81 = 9810 N. W = Fd = 9810N x 2m = 19620 Nm = 19620 J. The power is P = W/t = 19620J / 15s = 1308 J/s = 1308 W. P=f.v
  • 6. 2. To lift a baby from a crib, 50 J of work is done. How much power is required to lift the baby in 0.5 s? • Given: W = 50 J; t = 0.5 s; P = ? • Solution: P = W / t = 50 J / 0.5 s = 100 J/s or 100 W • Answer: The power needed is 100 W in order to lift a baby in 0.5 seconds.
  • 7. Solve the following problems. 1. A force of 75 N is exerted on a 45 kg sofa, and the sofa is moved 5 m. How much work is done moving the sofa? 2. A lawn mower is pushed with a force of 80 N. if 12,000 J of work is done in mowing a lawn, what is the total distance the lawn mower was pushed?