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Worksheets1-D Kinematics Review
Total questions: 40
Worksheet time: 2hrs 51mins
What is distance?
How far you are from your starting point
The ground covered in a movement
How far you travel overall
The surface area covered in a movement
What is displacement?
How much space there is between the starting and ending point
How much ground is covered in a movement by an object
How far an object travels
How far an object is from its starting point
What is speed?
Distance/time
Displacement/time
Time / Distance
How far you are from the starting point / time
What is velocity?
Ground covered during a movement / time
Distance / time
Total Change in position /time
Displacement / time
What is acceleration?
Change in direction/time
Change in Speed / Time
Speeding up
Change in Velocity / time
All of the following are examples of acceleration except:
Increasing Speed
Decreasing Speed
Changing Direction
Traveling at steady speed
Select all the following values that are scalar
Distance
Displacement
Speed
Velocity
Acceleration
Select of the following values that are vector:
Distance
Displacement
Speed
Velocity
Acceleration
Consider the following values. Which of the following are vector?
7 m/s2
4.1 m/s West
67 kilometers southeast
169 meters
11.5 m/s2 Upwards
Consider the following values. Which are the following are scalar?
10.25 m/s South
679 meters
1040 meters East
5.75 m/s2
9.12 m/s
Consider the image attached. Which of the following indicates acceleration?
A
B
C
D
E
Consider the attached image. Which indicates and object at rest?
A
B
C
D
E
Consider the attached image. Which of the following indicates an object returning to its starting point?
A
B
C
D
E
Consider the image attached. Which of the following indicates deceleration?
E
F
G
H
Consider the image attached. Which of the following is showing an object moving at constant speed?
E
F
G
H
Consider the image attached. What is the acceleration between points D and E?
5 m/s2
2 m/s2
1 m/s2
0 m/s2
Consider the attached image. Calculate the acceleration between points B and C.
-3.33 m/s2
3.33 m/s2
-10 m/s2
-5 m/s2
Consider the attached image. Calculate the speed of the object between 9:40 am and 10:00 am in METERS PER SECOND!
0.5 m/s
2 m/s
1 m/s
8.33 m/s
Consider the attached image. Calculate the acceleration between 12 and 14 seconds.
1.5 m/s2
0 m/s2
-1.5 m/s2
3 m/s2
Calculate the speed of the object from the beginning to the end of its displacement?
100 m/s
20 m/s
0.2 m/s
5 m/s
Joey drives his snowmobile 7 km north. He stops for lunch and then drives 5 km east. What distance did he cover?
7 km
5 km
12 km
0 km
Joey drives his snowmobile 7 km north. He stops for lunch and then drives 5 km east. What is his displacement?
12 km Northeast
7 km North and 5 km East
7 km and 5 km
12 km
On his fishing trip Justin takes the boat 12 km south. The fish aren't biting, so he goes 4 km west. He follows a school of fish 1 km north. What distance did he cover?
11 km south and 4 km west
17 km southwest
11 km and 4 km
17 km
On his fishing trip Justin takes the boat 12 km south. The fish aren't biting, so he goes 4 km west. He follows a school of fish 1 km north. What is his displacement?
17 km
17 km southwest
11 km south and 4 km west
11 km and 4 km
Alex goes cruising on his dirt bike. He rides 700 m north, 300 m east, 400 m north, 600 m west, 1200 m south 300 m east and finally 100 m north. What distance did he cover?
2400 meters and 1200 meters
2400 meters North and 1200 meters West
0 meters
3600 meters
Alex goes cruising on his dirt bike. He rides 700 m north, 300 m east, 400 m north, 600 m west, 1200 m south 300 m east and finally 100 m north. What is his displacement?
3600 m northwest
0 meters
2400 meters North and 1200 meters West
3600 m
Sarah goes on a camel safari in Africa. There, she travels 5 km north, then 3 km east and then 1 km north again. What distance did she cover?
9 km Northeast
9 km
6 km north and 3 km East
6 km and 3 km
Sarah goes on a camel safari in Africa. There, she travels 5 km north, then 3 km east and then 1 km north again. What is the displacement?
9 km
9 km northeast
6 km North and 3 km East
6km and 3 km
A girl is trying to catch her dog. In the course of trying to catch the dog she travels 10 m north, 10 m east, 10 m west, then 10 north again. What is her distance?
20 meters North
40 meters northwest
20 meters
40 meters
A girl is trying to catch her dog. In the course of trying to catch the dog she travels 10 m north, 10 m east, 10 m west, then 10 north again. What is her displacement?
40 meters
40 meters Northwest
20 meters
20 meters North
How long will it take a runner to travel a distance of 1000 m at a speed of 12 m/s?
0.012 seconds
12000 seconds
83.33 seconds
988 seconds
An object is traveling at a initial velocity of 15 m/s when it experiences a constant acceleration of 3.5 m/s2 for a time of 11 s. What will its final velocity be after that acceleration?
53.5 m/s
63.5 m/s
23.5 m/s
10 m/s
An object accelerates from rest to a velocity of 22 m/s over a distance of 35 m. What was its acceleration?
770 m/s2
6.91 m/s2
0.63 m/s2
13.83 m/s2
An object, at rest, falls from a height of 490 m. How much time does it take for the object to reach the ground?
7 seconds
22.14 seconds
9.9 seconds
98 seconds
An object accelerates from rest, with a constant acceleration of 7.4 m/s2 , what will its velocity be after 5.4 s?
12.8 m/s
0.73 m/s
1.37 m/s
39.96 m/s
A tennis ball has its speed change from 12 m/s to 40 m/s over 0.2 seconds. What distance does it travel?
130 meters
5.2 meters
13 meters
70 meters
The term at rest means which of the following?
Vf or velocity final is 0 m/s
Vi or Velocity initial is 0 m/s
a or acceleration = 0 m/s2
a or acceleration = 10 m/s2
The term "Constant Velocity" means which of the following?
Vf = 0 m/s
Vi = 0 m/s
a = 10 m/s2
a = 0 m/s2
An object accelerates from rest to a velocity of 145 m/s over a distance of 270 m. What was its acceleration? (Choose the correct equation!)
V = d/t
Vf = Vi + at
d = 1/2 (Vi + Vf )t
d = Vit + 1/2at2
Vf 2 = Vi 2 + 2ad
How long will it take a person walking at 2.1 m/s to travel 13 m? (Choose the correct Equation!)
V = d/t
Vf = Vi + at
d = 1/2 (Vi + Vf)t
d = Vit + 1/2at2
Vf 2 = Vi2 +2ad
