Published 2011
Table of Contents:
“…The top 10 ways to be successful in calculus -- Prerequisite skills -- Start building with limits -- The importance of continuity -- Getting differentiability straight -- Derivatives of polynomials -- Derivatives of trigonometric functions -- The chain rule -- Derivatives of other functions -- Derivatives of inverse trigonometric functions -- Higher-order derivatives -- Graph analysis using derivatives -- Applications of derivatives -- Area by
numerical methods -- The definitive integral explored -- The fundamental theorem of calculus -- Methods of antidifferentiation -- Indefinite integrals -- The integral as an accumulator -- Applications of integrals.…”
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