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Impulse and Momentum Quiz

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Last updated about 2 hours ago
20 questions
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Question 1
1.

When the force of impact on an object is extended in time and impulse is allowed to vary:

Question 2
2.

For a constant force, suppose the duration of impact on an object is doubled.

Question 3
3.

If the time of impact in a collision (momentum change is therefore constant) is extended by four times, how much does the force of impact change?

Question 4
4.

A bug and the windshield of a fast-moving car collide, Indicate whether each of the following statements is true or false.

The forces of impact on the bug and on the car are the same size.

Question 5
5.

A bug and the windshield of a fast-moving car collide, Indicate whether each of the following statements is true or false.

The impulses on the bug and on the car are the same size.

Question 6
6.

A bug and the windshield of a fast-moving car collide, Indicate whether each of the following statements is true or false.

The changes in speed of the bug and of the car are the same.

Question 7
7.

A bug and the windshield of a fast-moving car collide, Indicate whether each of the following statements is true or false.

The changes in momentum of the bug and of the car are the same size.

Question 8
8.

What is the momentum of an 8.0 kg bowling ball rolling at 2.0 m/s?

What is the equation for momentum?

Question 9
9.

What is the momentum of an 8.0 kg bowling ball rolling at 2.0 m/s?

Find the momentum to nearest kgm/s.

Question 10
10.

If the bowling ball rolls into a pillow and stops in 0.5 s, calculate the average force exerted by the pillow.

What is the equation for change in momentum?

Question 11
11.

If the bowling ball rolls into a pillow and stops in 0.5 s, calculate the average force exerted by the pillow.

What is the equation you will use to find the average force exerted by the pillow?

Question 12
12.

If the bowling ball rolls into a pillow and stops in 0.5 s, calculate the average force exerted by the pillow.

Find the average force exerted by the pillow to nearest newton.

Question 13
13.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
What is the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm?

What is the base Kinematics equation you would use to find the deceleration of the car?

Question 14
14.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
What is the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm?

What is the equation you would use to find the deceleration of the car?

Question 15
15.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
What is the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm?

Find the deceleration of the car? (nearest hundreth)

Question 16
16.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
What is the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm?

What is the equation for force?

Question 17
17.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
What is the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm?

Find the braking force needed to bring the truck to a stop if the front of the car crumples 65 cm? (nearest newton)

Question 18
18.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
How long does it take the truck to come to a complete stop during the impact? (Hint: don’t use kinematics)

What is the equation for change in momentum?

Question 19
19.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
How long does it take the truck to come to a complete stop during the impact? (Hint: don’t use kinematics)

What is the equation you will use to find how long does it take the truck to come to a complete stop during the impact? (Hint: don’t use kinematics)

Question 20
20.

A 4500 kg truck was initially travelling at 35 m/s east when the driver strikes a deer standing in the road.
How long does it take the truck to come to a complete stop during the impact? (Hint: don’t use kinematics)

Find how long does it take the truck to come to a complete stop during the impact? (nearest hundreth)