Chapter+9+FDWK

__Alternate Way of Doing Chapter 9__ I reworked chapter 9 so that Taylor Series came first as the motivation for the chapter. I then introduced the Ratio Test and Geometric Series as the two initial methods for finding interval of convergence. When the ratio test was first covered, I used the notation ?a,b? for intervals of convergence to indicate that the endpoints' convergence or divergence is unknown. The rest of the chapter was then spent on all the other convergence tests with the goal of being able to test the endpoints. This made the chapter feel much more organized and coherent. It also allowed for splitting the chapter into two sections, with a midway test.

(Taylor Series - manipulations & using to find infinite sums) (Ratio Test) (2 AP power series FRQ's + finding IoC/RoC using Geometric/Ratio Test) (nth term test, telescoping series; also includes ratio, geometric) (p-series, integral tests; also includes ratio, geometric, nth term) (direct and limit comparison tests; also includes ratio, geometric, nth term, p-series, integral tests) (alt series test; absolute/conditional convergence); also includes all other tests) (review on all things power series) (find the sum of the series; 4 AP power series FRQ's)