Practice Problems
Uniformly Accelerated Motion
Directions:
On this worksheet you will practice solving problems by using the
five basic kinematics equations
for uniformly accelerated motion.
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Question 1
Scenario #1:
A car accelerates uniformly from rest to a final speed of 20 m/sec in 9 seconds. How far does it travel during this period of acceleration?
360 meters
180 meters
45 meters
90 meters
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Question 2
What acceleration did the car is
Question 1
experience?
10.00 m/sec
2
0.45 m/sec
2
2.22 m/sec
2
2.22 m/sec
2
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Question 3
Scenario #2:
A pickup truck moving at 28 m/sec must come to a stop in a distance of 194 meters to avoid hitting a boulder that has fallen onto the road. How much time does the driver have to avoid an accident?
13.9 seconds
19.4 seconds
3.5 seconds
14.0 seconds
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Question 4
What acceleration did the truck experience in
Question 2
?
-6.93 m/sec
2
-7.00 m/sec
2
-1.44 m/sec
2
-2.02 m/sec
2
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Question 5
Scenario #3:
A row boat, starting from rest, takes 9 seconds to travel 28 meters. If the boat maintains a uniform acceleration, what will be its instantaneous velocity at the end of this intial 9-second period?
7.48 m/sec
3.11 m/sec
3.00 m/sec
6.22 m/sec
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Question 6
At the point in the stream where the boat in
Question 5
is crossing, the stream is a total of 194 meters wide. If the boat continues maintaining the final velocity it achieves at the end of 9 seconds for the remainder of the trip, how much total time will it need to reach the opposite shore?
35.3 seconds
26.7 seconds
23.7 seconds
35.7 seconds
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Question 7
What acceleration did the row boat initially experience in
Question 5
?
0.69 m/sec
2
0.35 m/sec
2
1.17 m/sec
2
0.21 m/sec
2
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Question 8
Scenario #4:
A go-cart, accelerating down a hill at 2.25 m/sec
2
can travel 56 meters in 7 seconds. What was the cart's initial velocity at the top of the hill after a subtle, not so official, push-start?
1.14 m/sec
0.06 m/sec
0.32 m/sec
0.19 m/sec
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Question 9
What was the cart's final velocity when it reached the bottom of the hill?
15.9 m/sec
2.8 m/sec
8.0 m/sec
11.3 m/sec
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