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Complete Coverage Without Sacrificing Learning Quality Is Made Possible By The Authors Of This New Introductory Text. The Fundamental Concepts Of Mathematical Analysis And Proofs Of Single Variable Calculus Are Presented In A Patient And Accessible Manner That Will Not Overwhelm The Average Math Student. An Introduction To Analysis Offers A Large Variety Of Examples And Exercises That Will Engage Your Students In Active Learning And Help Them Develop An Ability To Perform Analysis.
⚠️ WARNING (California Proposition 65):
This product may contain chemicals known to the State of California to cause cancer,
birth defects, or other reproductive harm.
Q: What is the main focus of 'An Introduction to Analysis'?A: The book provides complete coverage of fundamental concepts in mathematical analysis and single variable calculus, presented in an accessible and engaging manner.
Q: Who is the author of 'An Introduction to Analysis'?A: The author of the book is Gerald G. Bilodeau.
Q: What is the condition of the book?A: The item condition is listed as 'Good', indicating that it is used but in satisfactory condition.
Q: What is the binding type of this book?A: The book is bound in hardcover, providing durability and a professional appearance.
Q: How many pages does 'An Introduction to Analysis' have?A: The book contains a total of 336 pages.
Q: What edition of the book is available?A: This is the First Edition of 'An Introduction to Analysis', published on October 1, 1996.
Q: What category does 'An Introduction to Analysis' fall into?A: The book is categorized under 'Mathematical Analysis'.
Q: Are there exercises included in the book?A: Yes, the book offers a large variety of examples and exercises designed to engage students in active learning.
Q: Is 'An Introduction to Analysis' suitable for beginners?A: Yes, the book is written in a patient and accessible manner, making it suitable for average math students and beginners.
Q: What topics are covered in 'An Introduction to Analysis'?A: The book covers fundamental concepts of mathematical analysis and proofs related to single variable calculus.
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