Consider the graph of the function below. Which statement about the graph below is incorrect?
1. False, because it is not symmetrical across the y axis.
2. Can't tell, because although it seems like it's false, it could be true if you zoom out enough.
3. True, because the graph goes down and then up at 2 points.
4. Can't tell, because although it seems like it's false, it could be true if you zoom out enough (similar to statement 2).
1 True......a polynomial can have an even degree but not be symmetrical to the y axis (ex : 4x^2 - 3x )
This polynomial has to be of an even degree because both endpoint behaviors are "up"
2 False...the polynomial has an even degree....if the polynomial had a leading negative coefficient, both endpoint behaviors would be "down"
4 Also True