Calculus

This book blends much of the best aspects of calculus reform with the reasonable goals and methodology of traditional calculus. Readers benefit from an innovative pedagogy and a superb range of problems. Modeling is a major theme — qualitative and quantitative problems demonstrate an extremely wide variety of mathematical, engineering, scientific, and social models. Functions and Graphs; Limits and Continuity; Differentiation; Derivatives; Integration; Integrals; Methods of Integration; Infinite Series; Polar Coordinates and Parametric Forms; Vectors in the Plane and in Space; Vector-Valued Functions; Partial Differentiation; Multiple Integration; Vector Analysis; Differential Equations. Suitable for professionals in engineering, science, and math.