Write a step-by-step process for how to find the roots of a polynomial function. You can use one or more questions from Assignment 1 as examples, or use your own unique examples.

Write out a full solution of your question(s). Annotate your solution to point out where you use each of the following (label and draw arrows or thought bubbles):

1) The remainder theorem and / or factor theorem

2) The process of factoring a polynomial (including how to find a first factor). Make sure you show one of the following methods: box method, synthetic division, long division.

3) The zero product property for solving a polynomial equation

4) The solutions to the polynomial equation

Make connections to the graph of the corresponding polynomial function (include a Desmos graph or hand sketch) in your document.