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Title: 07 - Motion Along a Line Revisited
Description: Study Guide

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Kuta Software - Infinite Calculus

Name___________________________________

Motion Along a Line Revisited

Date________________ Period____

A particle moves along a coordinate line
...
For each problem, find
the position function s(t)
...

1) v(t) = 3t 2 − 22t; s(0) = 0
s(t)

v(t)
160

600

120

400

80

200

40
2

4

6

8

10

12

14

16 t

2

−200

−40

−400

−80

−600

−120

4

6

8

10

12

14

16 t

−160

A particle moves along a coordinate line
...
For each problem,
find the position function s(t) and the velocity function v(t)
...

2) a(t) = −12t 2 + 60t; s(0) = 0; v(0) = 0
s(t)

v(t)

4000

a(t)

1000

300

800

250

3000

200

600

150

2000
400
1000
2
−1000

100

200
4

6

8

10

12

14

16 t

50
2

4

6

8

−200

12

14

16 t

2
−50

4

6

8

10

12

14

16 t

−100

−400
−2000

−150
−600

−200

−3000
−4000

10

−800

−250

−1000

−300

©7 4260T1a3M iK0uqtmad kSmoLfVtiwVa8rMeq rLHLZCK
...
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...
Its acceleration function is a(t) for t ≥ 0
...
You may use the blank graphs
to sketch s(t), v(t), and a(t)
...
Its acceleration function is a(t) for t ≥ 0
...
You
may use the blank graphs to sketch v(t) and a(t)
...
6 U MALlrl1 YrYijgVhjtmsR Dr5eas5eArNv4e6d6
...
y

-2-

Worksheet by Kuta Software LLC

Kuta Software - Infinite Calculus

Name___________________________________

Motion Along a Line Revisited

Date________________ Period____

A particle moves along a coordinate line
...
For each problem, find
the position function s(t)
...

1) v(t) = 3t 2 − 22t; s(0) = 0
s(t)

v(t)
160

600

120

400

80

200

40
2

4

6

8

10

12

14

16 t

2

−200

−40

−400

−80

−600

−120

4

6

8

10

12

14

16 t

−160

s(t) = t 3 − 11t 2

A particle moves along a coordinate line
...
For each problem,
find the position function s(t) and the velocity function v(t)
...

2) a(t) = −12t 2 + 60t; s(0) = 0; v(0) = 0
s(t)

v(t)

4000

a(t)

1000

300

800

250

3000

200

600

150

2000
400
1000
2
−1000

100

200
4

6

8

10

12

14

16 t

50
2

4

6

8

−200

12

14

16 t

2
−50

4

6

8

10

12

14

16 t

−100

−400
−2000

−150
−600

−200

−3000
−4000

10

−800

−250

−1000

−300

s(t) = −t 4 + 10t 3 , v(t) = −4t 3 + 30t 2

©U d2n0R1z3Z rK0uqtuaq 1S3olfmt8w6abrbem 9L0LUCk
...
i Z ZMhazdceg sw7iVtdhL FIcn1ftiWnwiitkes yCaa6lWcxu3lxuws2
...
Its acceleration function is a(t) for t ≥ 0
...
You may use the blank graphs
to sketch s(t), v(t), and a(t)
...
Its acceleration function is a(t) for t ≥ 0
...
You
may use the blank graphs to sketch v(t) and a(t)
...
Free trial available at KutaSoftware
...
I H WAfltlZ WruiKgYh5tlsP JrTeosBe2rBvZeCdM
...
M

-2-

Worksheet by Kuta Software LLC


Title: 07 - Motion Along a Line Revisited
Description: Study Guide