IT APPEARS (:

While working on the homework for Polynomial Functions of Higher Degree I noticed that all of these graphs never end they are continuous, which is the basic part of the definition of Polynomial Functions. But, the cool this is that they all have a MIN and a MAX. These graphs can be displayed and used in many real life situations, which is the coolest thing. The points of infliction are basically just where there starts to become a change, and this is where the real life situations come about. For an example: if your swimming, and then you are going faster and faster, and then there is just a point where you begin to go at the same speed because you can't go at that same speed for that amount of time, I see this as a point of infliction.