Calculus is the mathematics of continuously changing phenomena. In this course we will learn to describe such phenomena mathematically, identify and apply the methods of calculus to analyze these phenomena by hand and with technology, and present conclusions in plain English. The mathematical concepts and techniques include: the limit as a description of the local behavior of a function, the derivative as a measure of rate of change, the integral as a measure of accumulated change, differentiation techniques and applications, antiderivatives and the fundamental theorem of calculus, and basic integration techniques.
Prep Packets (reading guides, with exercises)
Quiz and Exam Information
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