A picture tells a story.........

..and so does a graph!

What does a flat horizontal line mean?

Guiding Questions: How do you explain the starting temperature of the graph? What does a non­zero slope indicate for this situation? Does the oven heat up faster than it cools down?  

Lesson 13 Graphs of Piecewise Linear Functions S.103 GOAL: Describe the motion of the man in words

How would you describe this motion? How high do you think he was at  the top of the stairs? How do you estimate that elevation? Were there intervals of time when his  elevation wasn't changing?

Did his elevation ever increase? Why?

What units should we use to label our  axes? Feet? Meters? Minutes? Seconds?

Should we measure the man's elevation to  his feet or to his head on the graph?

Show me with your hand what the general  shape of the graph should look like

link to exit slip

What is happening in the story when the graph is increasing,  decreasing, constant over time?  What does it mean for one part of the graph to be steeper  than another? 

How does slope of each line segment relate to the context  of the person’s elevation? 

Is it reasonable that a person moving up and down a vertical  ladder could have produced this elevation versus time graph?

Is it possible for someone walking on a hill to produce this  elevation versus time graph AND return to her starting point at  the 10­minute mark? If it is, describe what the hill might look like. 

What was the average rate of change of the person’s elevation  between time 0 minutes and time 4 minutes? 

S.106

Attachments

Lesson 1­ Classwork Example 1.mov

Story Graphs Day 1.pdf

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