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These notes cover everything discussed so far, including:
A summary of a review of Algebra, zero-product property, factoring, functions, rational functions, compositions, linear functions, and slope-intercept form.
Beginning of limits (and some average velocity)
Ways to find limits, the SQUEEZE theorem, beginning of continuity
More definitions on limits and beginning of derivatives
More derivatives- Exam 2 material
Second order derivatives and short cut rules: POWER rule, CONSTANT rule, SUM/DIFF rule, DIVISION rule, PRODUCT rule- with many examples
Exam 2- Differentiation and derivatives. Study Guide includes chapters on tests, important concepts, and important equations and how to use them.
Critical numbers, IVT, Optimization problems
Derivatives, shape of a graph, L'Hopitals Rule, Integrals