Practical Applications of Calculus

"Practical Applications of Calculus" offers a concise and focused exploration of the real-world utility of calculus. The book covers a spectrum of practical topics including the approximation of integrals, complex-valued functions, convergence of Newton's method, differentiability, discrete probability, and the least upper bound theorem. It serves as a valuable resource for individuals seeking to apply calculus principles in various fields such as engineering, finance, and statistics. By highlighting these practical aspects of calculus, the book equips readers with the mathematical tools needed to solve real-world problems and make informed decisions based on quantitative analysis.

Subjects / Topics

Mathematics and Statistics, Calculus

Keywords Covered

Approximation of integrals, complex valued functions, convergence of Newton’s method, differentiability, discrete probability, least upper bound theorem, etc



Pages – 504