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Force and Motion Study Guide Chapter 1



Multiple Choice
Identify the letter of the choice that best completes the statement or answers the question.
 

 1. 

When an object’s distance from another object is changing,
a.
it is in motion.
b.
it is speeding.
c.
it has a high velocity.
d.
it is accelerating.
 

 2. 

The basic SI unit of length is the
a.
meter.
b.
foot.
c.
inch.
d.
mile.
 

 3. 

Speed equals distance divided by
a.
time.
b.
velocity.
c.
size.
d.
motion.
 

 4. 

When you know both the speed and direction of an object’s motion, you know the
a.
average speed of the object.
b.
acceleration of the object.
c.
distance the object has traveled.
d.
velocity of the object.
 

 5. 

You can show the motion of an object on a line graph in which you plot distance against
a.
velocity.
b.
time.
c.
speed.
d.
direction.
 

 6. 

In graphing motion, the steepness of the slope depends on
a.
how quickly or slowly the object is moving.
b.
how far the object has moved.
c.
when the object began moving.
d.
the direction the object is moving.
 

 7. 

The rate at which velocity changes is called
a.
speed.
b.
direction.
c.
acceleration.
d.
motion.
 

 8. 

Which of these is an example of deceleration?
a.
a bird taking off for flight
b.
a baseball released by a pitcher
c.
a car approaching a red light
d.
an airplane following a straight flight path
 

 9. 

To determine the acceleration rate of an object, you must calculate the change in velocity during each unit of
a.
speed.
b.
time.
c.
motion.
d.
deceleration.
 

 10. 

If velocity is measured in kilometers per hour and time is measured in hours, the unit of acceleration is
a.
hours.
b.
kilometers per hour.
c.
kilometers per hour per hour.
d.
kilometers.
 

 11. 

A train that travels 100 kilometers in 4 hours is traveling at what average speed?
a.
50 km/h
b.
100 km/h
c.
2 km/h
d.
25 km/h
 

 12. 

A place or object used for comparison to determine if something is in motion is called
a.
a position.
b.
a reference point.
c.
a constant.
d.
velocity.
 

 13. 

Liters, meters, and grams are all
a.
distances.
b.
reference points.
c.
units.
d.
velocities.
 

 14. 

On a graph showing distance versus time, a horizontal line represents an object that is
a.
moving at a constant speed.
b.
increasing its speed.
c.
decreasing its speed.
d.
not moving at all.
 

 15. 

The International System of Units is used
a.
only in the United States.
b.
only in France.
c.
in most of Europe.
d.
all over the world.
 

 16. 

If you know the distance an object has traveled in a certain amount of time, you can determine
a.
the size of the object.
b.
the speed of the object.
c.
the location of the object.
d.
the velocity of the object.
 

 17. 

It is rare for any motion to
a.
stay the same for very long.
b.
change quickly.
c.
increase in velocity.
d.
decrease in speed.
 

 18. 

If the speed of an object does NOT change, the object is traveling at a
a.
constant speed.
b.
average speed.
c.
increasing speed.
d.
decreasing speed.
 

 19. 

Changing direction is an example of a kind of
a.
acceleration.
b.
speed.
c.
velocity.
d.
constant rate.
 

 20. 

If a bicyclist travels 30 kilometers in two hours, her average speed is
a.
30 km/h.
b.
60 km/h.
c.
15 km/h.
d.
2 km/h.
 

 21. 

The moon accelerates because it is
a.
in a vacuum in space.
b.
continuously changing direction.
c.
a very large sphere.
d.
constantly increasing its speed of orbit.
 

 22. 

If an object moves in the same direction and at a constant speed for 4 hours, which of the following is true?
a.
The object’s speed changed during the 4 hours.
b.
The object’s velocity did not change.
c.
The object accelerated during the 4 hours.
d.
The object decelerated during the 4 hours.
 

 23. 

If you know a car traveled 300 kilometers in 3 hours, you can find its
a.
acceleration.
b.
direction.
c.
average speed.
d.
velocity.
 

 24. 

In an acceleration graph showing speed versus time, a straight line shows the acceleration is
a.
decreasing.
b.
increasing.
c.
changing.
d.
constant.
 

Short Answer
 
 
Use the diagram to answer each question.

fnm_files/i0270000.jpg
 

 25. 

What two variables are plotted in the graph?
 

 26. 

How would you describe Kathy’s motion? What does such motion mean?
 

 27. 

How far did Kathy jog in the first 4 minutes?
 

 28. 

What is Kathy’s average speed?
 

 29. 

How long after Kathy started jogging did Rachel begin jogging?
 

 30. 

Describe Rachel’s motion at 9 minutes.
 
 
Use the diagram to answer each question.

fnm_files/i0340000.jpg
 

 31. 

What does the line segment on the graph from 0 to 3 seconds represent? Explain your answer.
 

 32. 

What is the acceleration of the ball between 0 and 3 seconds?
 

 33. 

What happened to the speed of the ball during the final two seconds?
 

 34. 

Does the graph indicate that the ball decelerated? Explain your answer.
 

 35. 

How far did the ball move in the final 2 seconds?
 



 
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