I know that all cubics have a point of inflection and many can have Max and min stationary points.
Is it possible for any polynomial to have a Max/min and a Stationary point of inflection though? Can anyone think of function with this property? It would have to be a quartic or above I am assuming but not sure if it even exists? I have been playing around but not getting anywhere?
Is it possible for any polynomial to have a Max/min and a Stationary point of inflection though? Can anyone think of function with this property? It would have to be a quartic or above I am assuming but not sure if it even exists? I have been playing around but not getting anywhere?