Mo-mo-mo-motion
May the Force Be With You
Which Law am I?
You know You love Math :)
Mystery
100

The resistance of an object to change its motion

inertia

100

A force of resistance between 2 objects

friction

100

An object at rest tends to stay at rest and an object in motion tends to stay in motion with the same speed and in the same direction unless acted upon by an unbalanced force

1st law. . .the law of inertia!
100

Force = Mass x __________

Acceleration

100

The four types of friction:

sliding, static, rolling, fluid

200

A measurement of distance over time

speed

200

A _____________ force is required for an object to be set into motion.

unbalanced

200

A kickball continues to roll until it hits the fence. This is an example of which law of motion?

1st law! An object in motion will stay in motion until acted on by a force.

200

How much force is required to accelerate a 15kg mass at 8m/s²?

F=MA F=15kg(8m/s²)

F=120N

200

A car is easier to push than a bus. This is an example of which of Newton's Laws?

2nd law. . .F=MA

300

The speed of an object in a specific direction

velocity

300

The force that pulls objects toward the Earth

Force of gravity Fg

300

A balloon car set into motion by a deflating balloon

3rd law. . .for every action there is an equal and opposite reaction

300

Given a force of 25N how fast would an object with a mass of 7kg accelerate?

25N/7kg = 3.6m/s² 


300

How does Newton’s 1st law of motion explain why seatbelts are important to have on in case of a car crash?

A person in motion stays in motion, even when the car suddenly stops. A seatbelt holds you inside the car. WEAR YOUR SEATBELT!

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

400

Draw an example of Newton's 1st law of motion

You have 1 minute!!!

Teach will be the judge :)

400

This is the type of force that opposes gravity when the object is at rest on a surface.

Normal force Fn

400

A grown man exerts the same amount of force on a push mower as he does an empty grocery cart, and the grocery cart accelerates at a faster rate.

2nd law. . .force = mass x acceleration

400

Which way will the box in the free body diagram move? 


Nowhere, the forces are balanced!

400

The amount of matter in an object

mass

500

Draw an example of Newton's 3rd law of Motion

You have 1 minute!

Teach will be the judge :)

500

What are the four types of forces that can be represented by arrows on a free-body diagram?

force of gravity F(g), normal force F(n), applied force F(a), and force of friction F(f)

500

Pushing off the wall of the ice skating rink and gliding in the opposite direction

1st law/3rd law. . .at rest until acted on by a force/action=reaction

500

The acceleration of an object that weights 56 kg is pushed by an unbalanced force measuring in at 140 N.

F/M=A    2.5 m/s2

500

What is force measured in?

Newtons! N

M
e
n
u