Motion
Acceleration
Velocity
Momentum
Maybe Graphs?
100

<img data-fr-image-pasted="true" src="data:image/png;base64,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

What would a graph look like if something was going a constant speed?

100

Velocity/Time

What is acceleration?

100

What is the velocity of a model rocket that climbed 950 meters in 3 seconds?

316.66 m/s

100

A motorcycle has a mass of 250 kg and a velocity of 28 m/s, what is it’s momentum?

7000 kg x m/s

100

What is the average speed of a cow that walks east 60 meters in 90 seconds?

0.7 m/s

200

An airplane traveled at 10,000 km in 12 hours toward Europe.  What velocity was the plane traveling at?

833.3 km/hr toward Europe

200

Decceleration

What instance would we see a negative acceleration?

200

Velocity takes into account direction and speed does not.

What is the difference between velocity and speed?

200

Applying a force over distance

How might we change an object's momentum?
200

Time on a Graph

What goes on the x-axis?

300

A runner increases his speed from 10 m/s to 15 m/s in 5 seconds.  What is the acceleration of the runner in this time frame?

1.0 m/s2

300

A change in velocity would mean a change in direction

How can acceleration change even when speed does not?

300
A change in direction would cause velocity to change.
How can velocity change when speed does not?
300
Crash dummies hitting an airbag and moving back in opposite direction or a baseball being hit
What is an example of changing momemtum?
300

The object is at rest (no movement)

What does a horizontal line in a velocity graph indicate?

400

An object that does not move would be useful.

What characteristics would make a good frame of reference?

400

A car went from 110 m/s to 80 m/s in 20 seconds. What was the acceleration of the car?

-1.5 m/s2

400

The formula for calculating average velocity

What is the formula v=distance/time used for?

400

Mass/Velocity

What is momentum dependent on?

400

A non-linear line would be be seen on a graph.

What would an increasing or decreasing acceleration (or velocity or speed) graph look like?

500

What is the speed of an object moving east for 6 seconds at 105.3 m/s?

105.3 m/s

500

What are three ways we can tell if something is accelerating? (Opposite Jeopardy Question)

Speeding up, slowing down, or changing direction

500

The slope on this graph would show speed.

What does the slope of a Distance v. Time graph show?

500

If you increase the momentum does the mass or velocity increase? (Opposite Jeopardy Question)

It can be either.

500

The speed at which an object is moving at a given instant in time.

What is instantaneous speed?

M
e
n
u