Please answer part 1 and part 2 :)

You are going to create your own polynomial based on something you are interested in! Some examples may include a rollercoaster, a timeline of your life with its ups and downs, the path of a bungee jumper, or something else you come up with! I encourage you to use the x-axis as a "midline" of your graph to make this a bit easier. Part 1: Graph of the Polynomial You will need to graph your polynomial by hand. Your graph should include the following: a. At least four turning points with coordinates labeled b. All roots (x-intercepts) with coordinates labeled C. y-intercept with coordinate labeled Part 2: Equation of the Polynomial Using the roots and turning points of your polynomial, you will need to provide the equation of your polynomial. You should prove your equation is accurate by using antiderivatives to find any constants, derivatives to prove turning points, and any other concepts that are necessary. You should use algebra to show at least four of the points used in Part One work in your equation