CHAPTER SUMMARY
In this chapter, we have reviewed an important BC Calculus topic,
infinite series. We have looked at a variety of tests to determine whether
a series converges or diverges. We have worked with functions defined
as power series, reviewed how to derive Taylor series, and looked at the
Maclaurin series expansions for many commonly used functions.
Finally, we have reviewed how to find bounds on the errors that arise
when series are used for approximations.