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Dorothy's Bike Ride Adventure

Follow Dorothy as she rides her bike for errands and back home. Discover the journey's details and exciting encounters along the way.

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Dorothy's Bike Ride Adventure

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  1. Warm-up 1. Dorothy is riding her bike 
to run errands and come 
back home one day. 
Describe Dorothy's journey 
along the path on the left. 2. What do the horizontal 
lines represent? Distance Time

  2. Interpreting Graphs of Functions

  3. Characteristics of Graphs Extrema Domain Range Asymptote x-intercept y-intercept Negative function Positive function Intervals of Increase/Decrease/Constant

  4. Ex. A. Domain: Range: Max: Min: X-Intercept: Y-Intercept: When is the function positive? When is the function negative? When is the function increasing? When is the function decreasing? When is the function constant? Distance Time

  5. Ex. B. Domain: Range: Max: Min: X-Intercept: Y-Intercept: When is the function positive? When is the function negative? When is the function increasing? When is the function decreasing? When is the function constant? Distance Time

  6. Ex. C Max/Min? Domain: Range: Asymptote: x-intercept: y-intercept: When is the function negative: When is the function positive: Interval of Increase: Interval of Decrease: Constant Interval:

  7. A ringtone company charges $15 a month plus $2 for each 
ringtone downloaded. The most ringtones downloaded is 10. 
Create an equation and a graph and state the characteristics. Max/Min? Domain: Range: Asymptote: x-intercept: y-intercept: When is the function negative: When is the function positive: Interval of Increase: Interval of Decrease: Constant Interval:

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