This practical introduction teaches differentiation and integration with a focus on understanding meaning, not just manipulating symbols. It is especially helpful for engineering students who want a concrete grasp of the subject before moving to more abstract techniques.

This edition guides you through curves, coordinates, and the link between graphs and formulas. It emphasizes thinking about problems in real terms and using diagrams to reveal rates, areas, and relationships that underlie calculus.

See how a changing line or curve generates area and how that relates to the derivative concept
Learn graphical methods for differentiation and integration that support practical problem solving
Explore how differential coefficients apply to trigonometric and logarithmic functions
Build a solid foundation for connecting calculus with other areas of mathematics

Ideal for readers of engineering and students who want a firm, practical grasp of the bare essentials of calculus.

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