Mathematical Proofs: A Transition to Advanced Mathematics, 4th Edition Solutions Manual by Gary Chartrand, Albert D. Polimeni, Ping Zhang

Mathematical Proofs: A Transition to Advanced Mathematics, 4th Edition Solutions Manual

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Name: Mathematical Proofs: A Transition to Advanced Mathematics, 4th Edition
Author: Gary Chartrand, Albert D. Polimeni, Ping Zhang
Edition: 4
ISBN-10: 0134746759
ISBN-13: 978-0134746753
Type: Solutions Manual

From Chapters: 01-19 (Complete Chapters), Odds and Evens

The file contains COMPLETE worked solutions to ALL chapters and ALL questions in the main textbook.

Solutions Manual is for the Answers to the Chapters questions of the textbook.

They also show the steps or “work done” to complete the problem. Solutions are always provided with hints.

As far as I know, you can’t buy this unless you teach the course.

This Solutions Manual is a must have, as it:

:: Provides you with accurate answers to all problems, evens and odds.
:: Reduces the hassle and stress of student life.
:: Increases you chances of passing expensive courses with a good grade.
:: Is a great investment toward graduation.
:: The digital download allows for Immediate delivery.

You will be able to download the file immediatly after payment is submitted. The download link will appear at the checkout page and it will be emailed to as well.

Complete Solutions Manual Content:
Chapter 0: Communicating Mathematics
Chapter 1: Sets
Chapter 2: Logic
Chapter 3: Direct Proof and Proof by Contrapositive
Chapter 4: More on Direct Proof and Proof by Contrapositive
Chapter 5: Existence and Proof by Contradiction
Chapter 6: Mathematical Induction
Chapter 7: Reviewing Proof Techniques
Chapter 8: Prove or Disprove
Chapter 9: Equivalence Relations
Chapter 10: Functions
Chapter 11: Cardinalities of Sets
Chapter 12: Proofs in Number Theory
Chapter 13: Proofs in Combinatorics
Chapter 14: Proofs in Calculus
Chapter 15: Proofs in Group Theory
Chapter 16: Proofs in Ring Theory
Chapter 17: Proofs in Linear Algebra
Chapter 18: Proofs with Real and Complex Numbers
Chapter 19: Proofs in Topology

All items are AAA quality. Not just like those offered by others. I will reply all emails. Satisfaction guaranteed! You will not regret buying it!