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Momentum
is the product of an object's velocity and its mass.
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If you compare the motion of a car and a child's bicycle you can
see how an object's mass contributes to momentum. A car has a
much greater mass than a bicycle, so if they were both moving at
10m/s, then the momentum of the car would be greater.
Let's look at the equation for momentum. |
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EQUATION:
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momentum = mass x velocity or
p = mv
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The answer to any momentum problem not only has
an SI unit, but also a direction. An object's
momentum is in the same direction as its velocity.
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If you need to review solving one step multiplication problems, click below.
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As in the procedure for solving other force problems, calculating
momentum is a step by step process. We will use a problem to
work through the steps.
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Problem: Calculate the momentum of a
11.35kg wagon rolling down a hill at 12m/s.
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Step 1
: Write down the equation needed for
solving momentum.
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p = mv
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Step 2:
Insert all known
measurements into the formula.
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p = (11.35kg) (12m/s)
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Step 3:
Solve. Carefully enter all numerical
values into your calculator.
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p = 136.2 kg x m/s
down the hill
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Go get some momentum formula experience! Do the practice problems. |
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Follow the same steps you just learned and don't forget to label
your numbers.
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PRACTICE PROBLEMS :
1. Calculate the momentum of a 0.15 kg ball that is moving toward home plate at a velocity of 40m/s. 2. Which has greater momentum, a 2.0kg hockey puck moving east at 2.5m/s or a 1.3kg hockey puck moving south at 3.0m/s? 3. A track athlete throws a 2kg discus into a field with a velocity of 21m/s. What is the momentum of the discus? 4. Calculate the momentum of a 700g ball that is rolling down a ramp at 4.6m/s. 5. A cannon fires a 40.5kg shell toward a target and the shell moves with a velocity of 120m/s. Calculate the shell's momentum. Feeling pretty good about your abilities? Try some of the momentum links! |
INTERNET SITES |
LINKS: |
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Here are some links to go and find out more about momentum:
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