Unlock the power of early calculus and practical geometry with this classic work on infinitesimals and fluxions.
This edition presents William Emerson’s clear, example-driven approach to the arithmetic of infinites and its application to curves, areas, and solids.
This book guides readers through foundational ideas in a style that blends algebra, geometry, and motion. It emphasizes method, problem solving, and visual intuition, making abstract concepts feel concrete and approachable.
- Foundations of infinitesimal methods and the differential approach to curves
- Step-by-step demonstrations using hyperbolas, curve lines, and areas
- Geometric interpretations of fluxions and their practical applications
- Descriptive constructions and problems that illuminate the underlying math
Ideal for students of history of mathematics and readers seeking a hands-on introduction to classical methods in a historical context.