The Benefits of Using Essential Calculus 2nd Edition PDF for Your Calculus Course
James Stewart Essential Calculus 2nd Edition.pdf: A Review
Calculus is one of the most important and challenging subjects in mathematics. It deals with the study of change, limits, functions, derivatives, integrals, and infinite series. Whether you are a student, a teacher, or a professional, you need a good calculus textbook to learn and master this subject.
James Stewart Essential Calculus 2nd Edition.pdf
One of the most popular and widely used calculus textbooks is James Stewart Essential Calculus 2nd Edition. This book is a shorter version of Stewart's best-selling Calculus: Early Transcendentals, which covers all the topics in a single variable and multivariable calculus. In this article, we will review this book and tell you why it is a great choice for learning calculus. We will also show you how to get the PDF version of this book and how to use it effectively.
What is Essential Calculus?
Essential Calculus is a calculus textbook written by James Stewart. It was first published in 2006 and has been revised and updated several times. The latest edition is the second edition, which was released in 2012.
This book is designed for a three-semester or four-quarter calculus course for students who are majoring in mathematics, engineering, natural sciences, or economics. It covers the essential topics in single variable and multivariable calculus, such as limits, continuity, differentiation, integration, applications, parametric equations, polar coordinates, vectors, functions of several variables, partial derivatives, multiple integrals, vector calculus, and differential equations.
The main features of Essential Calculus
Some of the main features of Essential Calculus are:
It is concise and clear. The book focuses on the most important concepts and techniques in calculus without sacrificing rigor or depth. It avoids unnecessary details and distractions that may confuse or overwhelm the students.
It is well-organized and consistent. The book follows a logical and coherent structure that helps the students to understand the connections and relationships among different topics. It also uses a consistent notation and terminology throughout the book.
It is engaging and accessible. The book uses a friendly and informal tone that makes the students feel comfortable and interested in learning calculus. It also uses everyday examples and real-world applications that show the relevance and usefulness of calculus in various fields.
The differences between Essential Calculus and other calculus textbooks
Some of the differences between Essential Calculus and other calculus textbooks are:
It is shorter and simpler. The book has about 900 pages, which is about half the size of Stewart's Calculus: Early Transcendentals. It also has fewer chapters and sections than most other calculus textbooks. It omits some topics that are not essential for a basic calculus course, such as infinite sequences and series, power series, Taylor series, Fourier series, and complex numbers.
It is more affordable and flexible. The book has a lower price than most other calculus textbooks. It also offers various options for students and instructors, such as a hardcover or paperback edition, an e-book edition, a loose-leaf edition, and a custom edition. It also comes with an access code to Stewart's online learning platform, WebAssign, which provides interactive exercises, quizzes, videos, and other resources.
It is more modern and updated. The book reflects the latest developments and trends in calculus and its applications. It incorporates new examples and exercises that involve current topics, such as climate change, social media, biotechnology, and cryptography. It also integrates technology and online tools, such as graphing calculators, computer algebra systems, and WebAssign, to enhance the learning experience.
Who is James Stewart?
James Stewart was a Canadian mathematician, educator, and author. He was born in 1941 in Toronto, Ontario. He received his bachelor's degree from Stanford University and his master's and doctorate degrees from the University of Toronto. He taught mathematics at McMaster University, the University of London, and the University of Toronto.