Understanding Basic Calculus by S. K. Chung

Book Contents :-
0. Revision 1. Sets, Real Numbers and Inequalities 2. Functions and Graphs 3. Limits 4. Differentiation 5. Applications of Differentiation 6. Integration 7. Trigonometric Functions 8. Exponential and Logarithmic Functions 9. More Differentiation 10. More Integration

About this book :-
"Understanding Basic Calculus" by S. K. Chung is an introductory "calculus" book written to help beginners clearly understand the fundamental ideas behind calculus. The book is based on university lecture notes and is designed for students who may find mathematics challenging. It introduces concepts gradually, focusing on meaning rather than memorization, which helps readers build confidence step by step. The book covers essential topics such as "limits", "differentiation", and "integration", explaining each concept in a simple and logical manner. Chung uses clear explanations, illustrative examples, and well-structured exercises to reinforce learning. Emphasis is placed on understanding why formulas work, not just how to apply them, making the material easier to retain and apply. Overall, "Understanding Basic Calculus" is ideal for self-study and classroom use. Its clear language and concept-driven approach support "problem-solving" and long-term "conceptual understanding". The book is especially helpful for students in science, engineering, and mathematics who want a solid foundation before moving on to advanced calculus topics.

Book Detail :-
Title: Understanding Basic Calculus by S. K. Chung
Publisher: Nagoya University, Graduate School of Mathematics.
Year: 2007
Pages: 292
Type: PDF
Language: English
ISBN-10 #: 0471433071
ISBN-13 #: 978-0471433071
License: External Educational Resource
Amazon: Amazon

About Author :-
The author Soon-Kyoo Chung is a "mathematics educator" known for his clear and concept-focused approach to teaching calculus. He developed "Understanding Basic Calculus" from expanded "lecture notes" used in introductory courses at the "University of Hong Kong", reflecting his practical classroom experience. His work emphasizes "conceptual understanding" over memorization, helping beginners build a strong foundation in calculus. Through simple explanations and structured examples, Chung supports effective "learning" and problem-solving, making his book suitable for both classroom instruction and self-study.

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