- Tim Brzezinski
Based solely upon your observations (and without looking it up on another tab in your web browser), describe what it means for a function to be classified as an ODD FUNCTION.
What can you conclude about the graph of any odd function?
Examine the function whose graph is shown in the applet below. Feel free to adjust the value(s) of a and/or b. Is this the graph of an odd function? Algebraically show why, using your conclusion from (1) as the basis for your reasoning. (Be sure to drag the BIG BROWN POINT around!)