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Description

Fall 2018

Eric Remaley

Mat 172

These lecture notes review basic integration methods and begin the reintroduction of the general slicing method and finding the area under curves.

Study Guide of the slicing methods and hyperbolic functions

Covers the process of evaluating definite integrals on finite domains, infinite domains, and with asymptotes to the left, right or between the interval.

These notes cover chapter 8 of geometric series and sums and evaluating their limits to see whether or not they converge.

These notes cover the definition and implementation of the direct comparison test, the limit comparison test and the alternating series test.

These notes introduce the power series, Taylor Polynomials and approximating functions with polynomials to the nth power. It creates a foundation for the next segment of the course approximating series with Taylor Polynomials to the nth power as n goes to infinity.

These notes cover Taylor Series and their evaluation.

These notes cover the exam review and provide practice problems that require the implementation of convergence tests.

These notes cover the work to be done before the final

No lectures this week because of thanksgiving break. Stay safe and blessed.