Graphing Linear Functions



Rate of Change
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 Lesson #3: What is a Rate of Change?

Example #2: You are the President of the Student Council at your high school. At the beginning of the year, you started with 60 members. Unfortunately, every 2 months, you lose 10 members.

What is your Rate of Change?
- Ask yourself, "How are my members changing as the time is changing?"

- If you said, -10 members/2 months, you're right!
(Even better would be the unit rate -5 members/1 month.)
 
Is your graph Increasing or Decreasing?
- Ask yourself, "Is the graph going up or down over time?"

- Since the graph is going down over time, it is decreasing.
- The number of members is decreasing as time increases.
- Therefore, the rate of change is negative!


Graph of members versus months with rate of change -10 members over 2 months    


             
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