Changing Behavior of Open Graphs
Changing Behavior of Open Graphs
Discover what it means for intervals of a graph to be increasing, decreasing or constant.
Otevřená otázka 1
What does it mean for a graph to be increasing over an interval? Decreasing? Constant?
Textový a matematický vstup
Otevřená otázka 2
What can a graph look like when it is ONLY increasing? Decreasing? Constant?
Textový a matematický vstup
Otevřená otázka 3
Is it possible for a graph to be both increasing and decreasing?
Textový a matematický vstup
Otevřená otázka 4
Is it possible for a graph to be neither increasing nor decreasing?
Textový a matematický vstup
Otevřená otázka 5
Can two intervals of a graph look different and yet both be increasing?
Textový a matematický vstup
Otevřená otázka 6
What happens when two adjacent intervals of the graph exhibit the same behavior?
Textový a matematický vstup
Otevřená otázka 7
Move the points so that part of the graph looks like a quadratic function. Over what intervals is it increasing, decreasing, or constant?
Textový a matematický vstup
Otevřená otázka 8
Could the graph of an exponential function (like ) have intervals that are increasing, decreasing, or constant?
Textový a matematický vstup
Otevřená otázka 9
How does the behavior of a quadratic function compare to the behavior of an exponential function?
Textový a matematický vstup
Otevřená otázka 10
Can a function be increasing, decreasing or constant at a single point? Why or why not?
Textový a matematický vstup