students interpret real world graphing stories on the coordinate plane.
Over what intervals is the graph increasing? Select ALL that apply.
Over what intervals is the graph decreasing? Select ALL that apply.
Over what intervals is the graph constant? Select ALL that apply.
What is the domain of the function?
What is the range of the function?
What is f(3)?
What is x when f(x) = 9? Select all values that apply.
Sketch a graph that could represent the man's distance from the camera. Time is measured for you in the video, but you will need to make a reasonable estimate of distance.
Label and indicate the scale on both axes. Make sure you capture EACH significant event.
Drag each major event from the graph to match what's happening in the story.
| Draggable item | arrow_right_alt | Corresponding Item |
|---|---|---|
Decreasing | arrow_right_alt | The man is on the left side of the merry-go-round, travelling away from the camera, or he is walking away from the merry-go-round. |
Minimum y-value | arrow_right_alt | The man is on the right side of the merry-go-round, travelling toward the camera. |
Increasing | arrow_right_alt | The man has stopped the merry-go-round. |
Constant | arrow_right_alt | The man has walked away from the merry-go-round. |
Maximum y-value | arrow_right_alt | The man is directly in front of and closest to the camera. |
What is the Domain of this function and what does it represent?