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SPS8. Obtain, evaluate, and communicate
information to explain the relationships among
force, mass, and motion.
a. Plan and carry out an investigation to analyze
the motion of an object using mathematical and
graphical models.
(Clarification statement: Mathematical and
graphical models could include distance,
displacement, speed, velocity, time and
acceleration.)
How are speed, velocity,
and acceleration related and
how can they be interpreted
with the use of graphs?
YOU should understand how to to tell
the difference between a
speed/velocity and an acceleration
graph. (Hint: You can tell by how the
y-axis is labeled!)
YOU should understand the difference
between speed and velocity and how to
calculate it
YOU should understand what
acceleration is and how to calculate it
DISTANCE-TIME GRAPHS
Plotting distance against time can tell you a lot
about motion. Let's look at the axes:
Time is always plotted on the X-axis
(bottom of the graph).
The further to the right on the axis, the
longer the time from the start.
Distance is plotted on the Y-axis (side
of the graph). The higher up the
graph, the further from the start.
If an object is not moving, a horizontal line is
shown on a distance-time graph.
Time is increasing to the
right, but its
distance does not change.
It is not
moving. We say it is At
Rest.
If an object is moving at a constant speed, it means
it has the same increase in
distance in a given time:
Time is increasing to the right,
and distance is increasing
constantly with time. The object
moves at a constant speed.
Constant speed is shown by
straight lines on a graph.
Let’s look at two moving objects:
Both of the lines in the graph show that each object
moved the same distance, but the
steeper dashed line got there before the other one:
A steeper line indicates a larger
distance moved in a given time.
In other words, higher speed.
Both lines are straight, so both
speeds are constant.
Graphs that show acceleration look different from
those that show constant speed.
Time is increasing to the right, and distance
The line on this graph is curving
upwards. This shows an
increase in speed, since the
line is getting steeper:
In other words, in a given time,
the distance the object moves is
change (getting larger). It is
accelerating.
Summary:
A distance-time graph tells us how far an object
has moved with time.
• The steeper the graph, the faster the motion.
• A horizontal line means the object is not
changing its position - it is not moving, it is at
rest.
• A downward sloping line means the object is
returning to the start.
SPEED-TIME GRAPHS
Speed-Time graphs are also called Velocity Time graphs.
Speed-Time graphs look much like Distance-Time graphs. Be
sure to read the labels!! Time is plotted on the X-axis. Speed or
velocity is plotted on the Y-axis.
A straight horizontal line on a speed-time graph means that
speed is constant. It is not changing over time. A straight line
does not mean that the object is not moving!
This graph shows increasing speed.
The moving object is accelerating.
This graph shows decreasing speed.
The moving object is decelerating.
What about comparing two moving
objects at the same time?
Both the dashed and solid
line show increasing speed.
Both lines reach the same
top speed, but the solid
one takes longer.
The dashed line shows a
greater acceleration.
Summary:
A speed - time graph shows us how the
speed of a moving object changes with
time.
• The steeper the graph, the greater the
acceleration.
• A horizontal line means the object is
moving at a constant speed.
• A downward sloping line means the object
is slowing down.
Distance/time graph Speed(velocity)/time
graph
Answer the following questions in your notebook in complete sentences. Remember to restate the
questions.
1. When looking at speed (velocity)/ time graphs, which variable goes on the y-axis? Goes on the
x-axis?
2. Explain how #1 is different from distance/time graphs.
3. How does acceleration differ from distance/time graphs to speed/time graphs?
Create a Venn Diagram to show the similarities and differences:

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motion graphs distance time graphs .pptx

  • 1.
  • 2. SPS8. Obtain, evaluate, and communicate information to explain the relationships among force, mass, and motion. a. Plan and carry out an investigation to analyze the motion of an object using mathematical and graphical models. (Clarification statement: Mathematical and graphical models could include distance, displacement, speed, velocity, time and acceleration.)
  • 3. How are speed, velocity, and acceleration related and how can they be interpreted with the use of graphs?
  • 4. YOU should understand how to to tell the difference between a speed/velocity and an acceleration graph. (Hint: You can tell by how the y-axis is labeled!)
  • 5. YOU should understand the difference between speed and velocity and how to calculate it YOU should understand what acceleration is and how to calculate it
  • 6. DISTANCE-TIME GRAPHS Plotting distance against time can tell you a lot about motion. Let's look at the axes:
  • 7. Time is always plotted on the X-axis (bottom of the graph). The further to the right on the axis, the longer the time from the start. Distance is plotted on the Y-axis (side of the graph). The higher up the graph, the further from the start.
  • 8. If an object is not moving, a horizontal line is shown on a distance-time graph. Time is increasing to the right, but its distance does not change. It is not moving. We say it is At Rest.
  • 9. If an object is moving at a constant speed, it means it has the same increase in distance in a given time: Time is increasing to the right, and distance is increasing constantly with time. The object moves at a constant speed. Constant speed is shown by straight lines on a graph.
  • 10. Let’s look at two moving objects: Both of the lines in the graph show that each object moved the same distance, but the steeper dashed line got there before the other one: A steeper line indicates a larger distance moved in a given time. In other words, higher speed. Both lines are straight, so both speeds are constant.
  • 11. Graphs that show acceleration look different from those that show constant speed. Time is increasing to the right, and distance The line on this graph is curving upwards. This shows an increase in speed, since the line is getting steeper: In other words, in a given time, the distance the object moves is change (getting larger). It is accelerating.
  • 12. Summary: A distance-time graph tells us how far an object has moved with time. • The steeper the graph, the faster the motion. • A horizontal line means the object is not changing its position - it is not moving, it is at rest. • A downward sloping line means the object is returning to the start.
  • 13.
  • 14. SPEED-TIME GRAPHS Speed-Time graphs are also called Velocity Time graphs. Speed-Time graphs look much like Distance-Time graphs. Be sure to read the labels!! Time is plotted on the X-axis. Speed or velocity is plotted on the Y-axis. A straight horizontal line on a speed-time graph means that speed is constant. It is not changing over time. A straight line does not mean that the object is not moving!
  • 15. This graph shows increasing speed. The moving object is accelerating.
  • 16. This graph shows decreasing speed. The moving object is decelerating.
  • 17. What about comparing two moving objects at the same time? Both the dashed and solid line show increasing speed. Both lines reach the same top speed, but the solid one takes longer. The dashed line shows a greater acceleration.
  • 18. Summary: A speed - time graph shows us how the speed of a moving object changes with time. • The steeper the graph, the greater the acceleration. • A horizontal line means the object is moving at a constant speed. • A downward sloping line means the object is slowing down.
  • 19.
  • 21. Answer the following questions in your notebook in complete sentences. Remember to restate the questions. 1. When looking at speed (velocity)/ time graphs, which variable goes on the y-axis? Goes on the x-axis? 2. Explain how #1 is different from distance/time graphs. 3. How does acceleration differ from distance/time graphs to speed/time graphs? Create a Venn Diagram to show the similarities and differences: