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27 questions
The slope of a Position-Time graph line shows an object's
Velocity (speed)
Acceleration
Displacement
Time of travel
A line with a positive slope on a P-T Graph shows motion:
Away from you
Towards you
Completely stopped
A line with a negative slope on a P-T Graph shows motion:
Away from you
Towards you
Completely stopped
A horizontal line with slope of 0 on a P-T Graph shows motion:
Away from you
Towards you
Completely stopped
When velocity of a moving object is constant, you will see:
A straight line.
A curved line.
A line slanting up.
A line slanting down.
When the velocity of a moving object is changing, you will see:
A straight line.
A curved line.
A line slanting up.
A line slanting down.
Stopped
Constant velocity
Positive velocity
Speeding up
Describe the motion
Slow to fast; Negative direction
Fast to slow; Negative direction
Fast to slow; Positive direction
Slow to fast; Positive direction
Slowing down
Moving towards me
Speeding up
Constant velocity
Speeding up
Slowing down
Constant velocity
Zero velocity
Speeding up towards me
Speeding up away from me
Slowing down towards me
Slowing down away from me
Constant velocity towards me or to the left
Constant velocity away from me or to the right
Slowing down away from me
Speeding up towards me
Constant velocity towards me or to the left
Constant velocity away from me or to the right
Slowing down towards me
Speeding up towards me
During what period of time was Marie stopped?
0-5 minutes
5-10 minutes
10-25 minutes
25-30 minutes
How does her speed at 3 minutes compare with her speed at 7 minutes?
She is driving faster at 3 minutes.
She is driving faster at 7 minutes
She is driving forward at 3 minutes and back at 7.
She is moving up at 3 minutes and down at 7 minutes
When was Marie driving the fastest?
C to D
D to E
E to F
What could account for Marie’s motion at 27 minutes?
She was late so she broke the speed limit
She forgot something at home and ran back to get it
She was stopped at a red light
She was driving across the top of a hill
It usually takes Marie 30 minutes to get to work. Did her trip take...
The average amount of time.
Longer then average amount of time.
Shorter then average amount of time.
How far away is Marie's work from her house?
40 mi
25 mi
20 mi
5 mi
What could be a possible explanation for why Marie turned around at point B.
She arrived at work.
She forgot her lunch
She was waiting at a stop light.
She was sick and went home to sleep.
How far did Marie go before she turned around?
20 mi
5 mi
10 mi
25 mi
What is happening in this graph from point B to C?
The object is going down a hill.
The object is returning to its starting location.
The object is slowing down.
The object is staying still.
According to the graph how far does the person travel in the first 5 seconds?
2 m
10 m
0 m
5 m
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