Calculus concepts: an informal approach to the mathematics of change
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Description
Ingredients of change : functions and limits -- Describing change : Rates -- Determining change : derivatives -- Analyzing change : applications of derivatives --Accumulating change : limits of sums and the definite integral -- Analyzing accumulated change : integrals and action -- Ingredients of multivariable change : methods, graphs, rates -- Analyzing multivariable change : optimization.
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