motion and speed notes 10/23. motion: a change in position

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Motion and Speed Notes 10/23

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Page 1: Motion and Speed Notes 10/23. Motion: a change in position

Motion and Speed Notes 10/23

Page 2: Motion and Speed Notes 10/23. Motion: a change in position

• Motion: a change in position

Page 3: Motion and Speed Notes 10/23. Motion: a change in position

• Motion: a change in position

• Speed: rate of change in position (rate of motion)

Page 4: Motion and Speed Notes 10/23. Motion: a change in position

Types of Speed

• Instantaneous speed: rate of motion at a given instant/moment (ex. speedometer)

Page 5: Motion and Speed Notes 10/23. Motion: a change in position

Types of Speed

• Instantaneous speed: rate of motion at a given instant/moment (ex. speedometer)

Page 6: Motion and Speed Notes 10/23. Motion: a change in position

Types of Speed

• Instantaneous speed: rate of motion at a given instant/moment (ex. speedometer)

• Average speed: rate of motion over a period of time (ex: miles per hour)

Page 7: Motion and Speed Notes 10/23. Motion: a change in position

Types of Speed

• Instantaneous speed: rate of motion at a given instant/moment (ex. speedometer)

• Average speed: rate of motion over a period of time (ex: miles per hour)

• Constant speed: speed that does not vary

Page 8: Motion and Speed Notes 10/23. Motion: a change in position

Calculating speed

• Rate of speed = distance traveled/time it takes

• r = d/t

Page 9: Motion and Speed Notes 10/23. Motion: a change in position

Some practice problems (complete in your journal):

1. Distance traveled = 10 miles, time it took = 4 minutes. What is the rate of speed?

2. John drives to school every day. It takes John 15 minutes to drive to school, and the distance he travels is 4.5 miles. What is his speed? Is this instantaneous or average speed?

3. It takes Ms. Radenska 3 hours to hike 7 miles. What is her rate of speed?

Page 10: Motion and Speed Notes 10/23. Motion: a change in position

Graphing Speed

• Time – x-axis

Page 11: Motion and Speed Notes 10/23. Motion: a change in position

Graphing Speed

• Time – x-axis

• Distance – y-axis

Page 12: Motion and Speed Notes 10/23. Motion: a change in position

Graphing Speed

• Time – x-axis

• Distance – y-axis

• Slope of the line = rise/run = distance/time

Page 13: Motion and Speed Notes 10/23. Motion: a change in position

Graphing Speed

• Time – x-axis

• Distance – y-axis

• Slope of the line = rise/run = distance/time = rate of speed

Page 14: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph

Page 15: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph1. What are the

units for time?

Page 16: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph1. What are the

units for time?

2. For distance?

Page 17: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph1. What are the

units for time?

2. For distance?

3. What distance has been traveled after 10 minutes? 15? 20?

Page 18: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph1. What are the

units for time?

2. For distance?

3. What distance has been traveled after 10 minutes? 15? 20?

4. What is the rate of speed?

Page 19: Motion and Speed Notes 10/23. Motion: a change in position

Example of speed graph1. What are the

units for time?

2. For distance?

3. What distance has been traveled after 10 minutes? 15? 20?

4. What is the rate of speed?

5. Is this a

constant rate of speed?

Page 20: Motion and Speed Notes 10/23. Motion: a change in position

Another speed graph

Page 21: Motion and Speed Notes 10/23. Motion: a change in position

Now for some graphing practice…

• Juanita is running for the track team. It takes her 13 seconds to run 100 meters, 26 seconds to run 200 meters, 39 seconds to run 300 meters, and 52 seconds to run 400 meters.

• Make a distance (y-axis) vs. time (x-axis) graph using the information above. Then, calculate Juanita’s rate of speed.