Friction and Gravity
Newton's Laws
Momentum
Free Fall and Circular Motion
Sinking and Floating
500

Name four types of friction

Sliding, Rolling, Fluid, and Static

500

What is Newton's second law? 

Fnet = ma

500

The formula to calculate momentum

p = mv

500

The gravitational acceleration of Earth: 

9.81 m/s2 towards Earth

500

The name of the upward force exerted on objects by fluids

Buoyant force

500

The two factors that affect gravitational attraction of objects

Mass and Distance

500

An object's resistance to a change in motion:

Inertia

500

An object with a mass of 0.5 kg travels at a velocity of 20 m/s. Calculate its momentum: 

p = mv 

p = 0.5 x 20 

p = 10 kg m/s

500
An object that orbits another object in space: 

Satellite 

500

If the weight of an object is greater than the buoyant force pushing upward, the object will: 

Sink

500

The two factors that affect the force of friction

The types of surfaces involved

How much force is applied to those surfaces (how hard the surfaces are pushed together)

500

A cannon fires a cannonball. Explain what happens to the cannon immediately after firing and explain why. 

The cannon would accelerate backwards, because Newton's 3rd Law states that every force action has an equal and opposite force reaction. The cannon pushes out the cannonball, but the cannonball also pushes back on the cannon

500

Explain how objects traveling at the same velocity could have different momentum:

Two objects traveling at the same velocity could have different momentum if their masses are different. 


p = mv

500

When forces cause objects to move in circular motion, we describe that force as being: 

Centripetal, or center-seeking

500

If the weight of an underwater object is equal to that of the buoyant force, the object will: 

Stay in place 

Net force = 0 , object will not accelerate in any direction

1000

The law that states that the force of gravity acts between all objects in the universe that have mass. 

The Law of Universal Gravitation

1000

Rocket ships accelerate in outer space even though there is no matter in space for the rocket to push off of. Explain how the rocket is able to accelerate:

The rockets burn fuel and produce gas which is pushed backward out of the rocket. When the rocket pushes out the gas, the gas pushes back on the rocket according to Newton's 3rd Law, resulting in a Net force causing the rocket's acceleration. 

1000

The total momentum of a system before any interactions is 312 kg m/s. Multiple objects within the system begin colliding with one another, changing the velocities of the objects in the system. Calculate the total momentum of the system after the collisions and explain why: 

312 kg m/s because momentum is conserved before and after interactions 

1000

The gravitational acceleration of a planet is 20 m/s2. What would an object's speed be if it were in free fall for 5 seconds on this planet? (Assume no air resistance/fluid friction)

100 m/s

1000

A fluid has a volume of 2.5 L. An object with an unknown volume of is placed into the fluid. The fluid rises to 3.0 L. What is the volume of the object? 

500 mL or 0.5 L

2000

The gravitational strength of the moon is about 1/6th that of the Earth. If a person with a mass of about 54 kg weighs 120 pounds on Earth, what would be their weight on the moon? What would be their mass on the moon? 

Weight on the moon = 20 pounds

Mass = 54 kg

2000

Describe what would happen to Earth's orbit if the sun instantly vanished, and explain why. 

In the absence of the sun's gravitational pull, the Earth would no longer orbit in a circle, but would continue moving through space in a straight line because of Newton's first law of motion and Earth's inertia. 

2000

In a sticky collision, an object with a mass of 10 kg travels with a velocity of 10 m/s. It collides with a second object with a mass of 40 kg which is at rest. What is the velocity of the objects after they collide? 

pbefore = 10 kg x 10 m/s

pbefore = 100 kg m/s

pbefore = pafter

100 kg m/s = 50 kg x vafter

vafter = 2 m/s

2000

Name 3 examples of objects that undergo circular motion, and name the centripetal forces of each: 

A tetherball swinging around a pole - the rope pulling on the ball is centripetal


The moon orbiting around Earth - the gravitational force is centripetal


Standing on a merry-go-round - the frictional forces are centripetal

2000
An object has a mass of 2 g and occupies 4 cm3 of space. Water has a density of 1.0 g/cm3. What is the density of the object and will the object float in water? 

Density = Mass / Volume 

Density = 2g/4cm3 

Density = 0.5 g/cm3

Yes, the object will float because it is less dense than water is. 

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