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WorksheetsMotion Graphs
Total questions: 24
Worksheet time: 27mins
Constant Speed (positive linear)
Acceleration
Stationary
Constant speed (negative linear)
0 s
10 s
15 s
20 s
What does this Distance-time graph represent?
Constant speed
Acceleration
Stationary
Deceleration
Constant speed
Acceleration
Stationary
Deceleration
Match the description to the graph:
"The car is going back to origin/home."
Match the description to the distance-time graph:
"The car is traveling at a constant speed, away from the origin (positive linear)."
The distance-time graph shows Ashley riding her bike to Maria's house. What was occurring from point B to point C?
She was increasing her speed.
She was stationary for 4 minutes
She was decreasing in speed
She moved at a constant speed
Which is faster?
walking
skating
biking
What is the speed of the rabbit from point A to B?
5m/s
0m/s
1m/s
1m/s2
What is the speed of the rabbit from point B to C?
10m/s
2m/s
0.5m/s
1.5m/s
What is the speed of the rabbit from point C to D?
35m/s
5m/s
20m/s
10m/s
What is the speed of the rabbit from point E to F?
7m/s
-7m/s
17.5m/s
-17.5m/s
What is happening from Point A to B in this speed-time graph?
Constant speed
Acceleration
Stationary
Negative linear
At which points is the person travelling at CONSTANT speed?
From Points:
A to B
C to D
E to F
From Points:
A to B
C to D
From Points:
B to C
D to E
Never at constant speed.
What is the average acceleration rate of the Person from points A to B?
2m/s
2m/s2
5m/s2
20m/s2
What is the average acceleration rate of the Person from points B to C?
0m/s
0m/s2
20m/s2
2m/s2
What is the formula for calculating the average acceleration rate?
a = t(v-u)
a = td
v = td
a = (v-u) x d
What is the average acceleration rate of the Person from points C to D?
0.5m/s2
1.5m/s2
1.67m/s2
3.5m/s2
What is the average acceleration rate of the Person from points D to E?
0m/s2
1.5m/s2
0.8m/s2
-0m/s2
What is the average acceleration rate of the Person from points E to F?
-3.5m/s2
-3.5m/s
3.5m/s
3.5m/s2
Calculate the distance travelled within the shaded section by finding the area of the shaded shape
Reminder: Area of triangle = 2(b×h)
100m
200m
150m
0m
Calculate the distance travelled within the shaded section by finding the area of the shaded shape
Reminder: Area of triangle = 2(b×h)
175m
350m
100m
200m
Calculate the distance travelled within the shaded section by finding the area of the shaded shape
Reminder: Area of rectangle = l x w
200m
20m
100m
10m
Calculate the distance travelled within the shaded section by finding the area of the shaded shape
Reminder: Area of rectangle = l x w
350m
175m
35m
10m
