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Graphs of Motion
Distance/Time or Position/Time Graph:
• Flat line = stopped
• Sloping up = constant speed away
• Sloping down = constant speed back towards start
• Curved line = changing speed = accelerating
How Can You Create the Following Position Graphs?
X
(m)
t (sec)
X
(m)
t (sec)
X
(m)
t (sec)
X
(m)
t (sec)
A. Speed Up B. Turn Around C. Slow Down D. Stand Still
Graph 1.
Graph 2.
Graph 4.
Graph 3.
Velocity/Time Graph:
• Flat line = constant speed
• Sloping up = acceleration away
• Sloping down = acceleration towards/slowing down
• Zero = stopped
How Can You Create the Following Velocity Graphs?
A. Speed Up, then Slow Down B. Turn Around C. Walk Away
D. Stand Still E. Walk Toward
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
Graph 1.
Graph 3.
Graph 2.
Graph 4.
Which Object is Moving Faster (Greatest Speed)?
X
(m)
t (sec)
X
(m)
t (sec)
X
(m)
t (sec)
X
(m)
t (sec)
A. Line A B. Line B C. Tie D. Can’t Tell
A
B
B
B
B
A
A
A
Graph 1.
Graph 3.
Graph 2.
Graph 4.
Which Object is Moving Faster (Greatest Speed)?
A. Line A B. Line B C. Tie D. Can’t Tell
A
B
V
(m/s)
t (sec)
0
Which Object is Ahead?
A. Line A B. Line B C. Tie D. Can’t Tell
Which Object is Moving Faster (Greatest Speed)?
A. Line A B. Line B C. Tie D. First B, then A
B. E. First A, then B
Which Object is Ahead?
A. Line A B. Line B C. Neither D. Can’t Tell
What Does the Intersection Represent?
A. Same Position B. Same Velocity
C. They Crash Into Each Other D. They Turn Around
V
(m/s)
t (sec)
0
B
A
Create a Velocity Graph from a Position Graph
Create a Velocity Graph from a Position Graph
Velocity is the Slope of the Position Graph
Create a Velocity Graph from a Position Graph
(3.0, 3.5)
(0.5, 1.0)
∆x
∆t
Slope = ∆x = 3.5 - 1.0 = +1 m/s
∆t 3.0 - 0.5
Create a Velocity Graph from a Position Graph
Slope = 0
Velocity = 0
Create Position Graph from a Velocity Graph
Does the Velocity Graph tell you Where to Start?
Line Stays at 1 m while Velocity is Zero
How Far Do You Go from 3 to 6 seconds?
You end up at 2.5 meter Position at 6 seconds
How Far Do You Go from 6 to 9 seconds?
You End Up Back Where You Started
What Does the Graph Do Next?
What is Average Speed While Moving?
What is the Average Velocity While Moving?
What is Average Speed While Moving?
What is the Average Velocity While Moving?
What is Average Speed While Moving?
What is the Average Velocity While Moving?
Area “Under” a Velocity Graph is Displacement
0.5 m/s  3 s = 1.5 m
-0.5 m/s  3 s = -1.5 m
+1.5 m
-1.5 m
Area “Under” a Velocity Graph is Displacement,
even when Velocity Line has a Slope
Area “Under” a Velocity Graph is Displacement,
even when Velocity Line has a Slope
Area = 1/2  4s  .5 m/s = 1m
Area = 1/2  2s  .5 m/s = 0.5 m
Area = 4s  .5 m/s = 2 m
Or, Displacement is the Average Velocity times the Time
E&P #17
1. When, if ever, is the animal to the left
of the origin on the axis?
(A) never
(B) between t = 0 and t = 2
(C) none of these
(D) between t = 2 and t = 4
(E) between t = 4 and t = 7
2. When, if ever, is its velocity negative?
(A) never
(B) between t = 3 and t = 7
(C) none of these
(D) between t = 0 and t = 3
(E) between t = 2 and t = 4
3. When, if ever, is its velocity positive?
(A) always
(B) between t = 3 and t = 7
(C) none of these
(D) between t = 0 and t = 3
(E) never
4. When, if ever, is its velocity zero?
(A) around t = 1
(B) at t = 3
(C) between t = 2.5 and t = 4.5
(D) never
(E) at t = 0
+
0
-
E&P #19
1. What is the total distance covered between 0 and
16 seconds by the runner whose velocity is shown
above?
(A) 128 m
(B) 80 m
(C) 100 m
(D) Can’t tell
(E) None of the above
Which Graph Shows the Velocity of a Ball Thrown
Straight Up, After it Leaves Your Hand?
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
V
(m/s)
t (sec)
0
A
C
B
D
V
(m/s)
t (sec)
0
E

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Motion graphs practice

  • 1. Graphs of Motion Distance/Time or Position/Time Graph: • Flat line = stopped • Sloping up = constant speed away • Sloping down = constant speed back towards start • Curved line = changing speed = accelerating
  • 2. How Can You Create the Following Position Graphs? X (m) t (sec) X (m) t (sec) X (m) t (sec) X (m) t (sec) A. Speed Up B. Turn Around C. Slow Down D. Stand Still Graph 1. Graph 2. Graph 4. Graph 3.
  • 3. Velocity/Time Graph: • Flat line = constant speed • Sloping up = acceleration away • Sloping down = acceleration towards/slowing down • Zero = stopped
  • 4. How Can You Create the Following Velocity Graphs? A. Speed Up, then Slow Down B. Turn Around C. Walk Away D. Stand Still E. Walk Toward V (m/s) t (sec) 0 V (m/s) t (sec) 0 V (m/s) t (sec) 0 V (m/s) t (sec) 0 Graph 1. Graph 3. Graph 2. Graph 4.
  • 5. Which Object is Moving Faster (Greatest Speed)? X (m) t (sec) X (m) t (sec) X (m) t (sec) X (m) t (sec) A. Line A B. Line B C. Tie D. Can’t Tell A B B B B A A A Graph 1. Graph 3. Graph 2. Graph 4.
  • 6. Which Object is Moving Faster (Greatest Speed)? A. Line A B. Line B C. Tie D. Can’t Tell A B V (m/s) t (sec) 0 Which Object is Ahead? A. Line A B. Line B C. Tie D. Can’t Tell
  • 7. Which Object is Moving Faster (Greatest Speed)? A. Line A B. Line B C. Tie D. First B, then A B. E. First A, then B Which Object is Ahead? A. Line A B. Line B C. Neither D. Can’t Tell What Does the Intersection Represent? A. Same Position B. Same Velocity C. They Crash Into Each Other D. They Turn Around V (m/s) t (sec) 0 B A
  • 8. Create a Velocity Graph from a Position Graph
  • 9. Create a Velocity Graph from a Position Graph Velocity is the Slope of the Position Graph
  • 10. Create a Velocity Graph from a Position Graph (3.0, 3.5) (0.5, 1.0) ∆x ∆t Slope = ∆x = 3.5 - 1.0 = +1 m/s ∆t 3.0 - 0.5
  • 11. Create a Velocity Graph from a Position Graph Slope = 0 Velocity = 0
  • 12. Create Position Graph from a Velocity Graph Does the Velocity Graph tell you Where to Start?
  • 13. Line Stays at 1 m while Velocity is Zero How Far Do You Go from 3 to 6 seconds?
  • 14. You end up at 2.5 meter Position at 6 seconds How Far Do You Go from 6 to 9 seconds?
  • 15. You End Up Back Where You Started What Does the Graph Do Next?
  • 16. What is Average Speed While Moving? What is the Average Velocity While Moving?
  • 17. What is Average Speed While Moving? What is the Average Velocity While Moving?
  • 18. What is Average Speed While Moving? What is the Average Velocity While Moving?
  • 19. Area “Under” a Velocity Graph is Displacement 0.5 m/s  3 s = 1.5 m -0.5 m/s  3 s = -1.5 m +1.5 m -1.5 m
  • 20. Area “Under” a Velocity Graph is Displacement, even when Velocity Line has a Slope
  • 21. Area “Under” a Velocity Graph is Displacement, even when Velocity Line has a Slope Area = 1/2  4s  .5 m/s = 1m Area = 1/2  2s  .5 m/s = 0.5 m Area = 4s  .5 m/s = 2 m
  • 22. Or, Displacement is the Average Velocity times the Time
  • 23. E&P #17 1. When, if ever, is the animal to the left of the origin on the axis? (A) never (B) between t = 0 and t = 2 (C) none of these (D) between t = 2 and t = 4 (E) between t = 4 and t = 7 2. When, if ever, is its velocity negative? (A) never (B) between t = 3 and t = 7 (C) none of these (D) between t = 0 and t = 3 (E) between t = 2 and t = 4 3. When, if ever, is its velocity positive? (A) always (B) between t = 3 and t = 7 (C) none of these (D) between t = 0 and t = 3 (E) never 4. When, if ever, is its velocity zero? (A) around t = 1 (B) at t = 3 (C) between t = 2.5 and t = 4.5 (D) never (E) at t = 0 + 0 -
  • 24. E&P #19 1. What is the total distance covered between 0 and 16 seconds by the runner whose velocity is shown above? (A) 128 m (B) 80 m (C) 100 m (D) Can’t tell (E) None of the above
  • 25. Which Graph Shows the Velocity of a Ball Thrown Straight Up, After it Leaves Your Hand? V (m/s) t (sec) 0 V (m/s) t (sec) 0 V (m/s) t (sec) 0 V (m/s) t (sec) 0 A C B D V (m/s) t (sec) 0 E