This lesson will show you how to calculate momentum using the mass and velocity.
Does it make sense though why we need the mass and the velocity?
Look at the two vehicles below and tell me which vehicle will require more effort to stop?
A 2500 pounds car moving 50 miles per hour or a 20,000 pounds truck moving 50 miles per hour.
It will be harder to stop the truck, so we say that the truck has more momentum.
What about the velocity?
Which vehicle will require more effort to stop?
A 2500 pounds car moving 5 miles per hour or a 2500 pounds car moving 90 miles per hour.
It will be harder to stop the 2500 pounds car moving 90 miles per hour, so we say that the car with the greater velocity has more momentum. Momentum thus depends also on the velocity.
Resist the urge though to think that mass has more bearing on the momentum.
It is quite possible that a bicycle can have more momentum than a truck.
A bike weighing 40 pounds moving with a speed of 30 miles per hour will have more momentum than a truck moving 5 miles per hour.
An object at rest has no momentum because it has no speed even though the mass is still there.
It is easy to see. Since v = 0, momentum = m times 0 = 0
The concept of momentum applies only to moving objects. It is basically inertia in motion.
However, once an object is in motion, both mass and speed are taken into account.
From what we have seen so far, you may have realized that a moving object can have a large momentum if either the mass or the speed is large or both.Unit of momentum: The mass is expressed in kg and the velocity can be expressed in m/s
This lesson on how to calculate momentum is over.
Take the momentum quiz below to see how well you understand momentum.
After completing this quiz with 100% accuracy, you will know exactly
what the momentum is. You will not need to use a paper and pencil to
complete this quiz.
First, read this lesson about momentum and then take this quiz.
Objective of the momentum quiz:
Test your knowledge with the quiz below: