ABSTRACT

Introduction to Logic is clear and concise, uses interesting examples (many philosophical in nature), and has easy-to-use proof methods. Its key features, retained in this Third Edition, include:

  • simpler ways to test arguments, including an innovative proof method and the star test for syllogisms;
  • a wide scope of materials, suiting it for introductory or intermediate courses;
  • engaging examples, from philosophy and everyday life;
  • useful for self-study and preparation for standardized tests, like the LSAT;
  • a reasonable price (a third the cost of some competitors); and
  • exercises that correspond to the free LogiCola instructional program.

 

This Third Edition:

  • improves explanations, especially on areas that students find difficult;
  • has a fuller explanation of traditional Copi proofs and of truth trees; and
  • updates the companion LogiCola software, which now is touch friendly (for use on Windows tablets and touch monitors), installs more easily on Windows and Macintosh, and adds exercises on Copi proofs and on truth trees. You can still install LogiCola for free (from https://www.harryhiker.com/lc or https://www.routledge.com/cw/gensler).

chapter 1 | 7 pages

0001 Introduction

chapter 2 | 36 pages

0006 Syllogistic Logic

chapter 3 | 23 pages

0031 Meaning and Definitions

chapter 4 | 30 pages

0051 Fallacies and Argumentation

chapter 5 | 43 pages

0075 Inductive Reasoning

chapter 6 | 53 pages

0112 Basic Propositional Logic

chapter 7 | 47 pages

0146 Propositional Proofs

chapter 8 | 34 pages

0182 Basic Quantificational Logic

chapter 9 | 30 pages

0207 Relations and Identity

chapter 10 | 26 pages

0230 Basic Modal Logic

chapter 11 | 24 pages

0249 Further Modal Systems

chapter 12 | 31 pages

0267 Deontic and Imperative Logic

chapter 13 | 29 pages

0290 Belief Logic

chapter 14 | 25 pages

0312 A Formalized Ethical Theory

chapter 15 | 16 pages

0334 Metalogic

chapter 16 | 13 pages

0348 History of Logic

chapter 17 | 10 pages

0359 Deviant Logics

chapter 18 | 10 pages

0368 Philosophy of Logic