Logic: An Emphasis on Formal Logic
Featuring an exceptionally clear writing style and a wealth of real-world examples and exercises, Logic: An Emphasis on Formal Logic, Fifth Edition (Chapters 1 and 4-9) shows how logic relates to everyday life, demonstrating its applications in such areas as the workplace, media and entertainment, politics, science and technology, student life, and elsewhere. The examples and exercises were chosen to be interesting, thought-provoking, and relevant to students.
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Logic: An Emphasis on Formal Logic
Featuring an exceptionally clear writing style and a wealth of real-world examples and exercises, Logic: An Emphasis on Formal Logic, Fifth Edition (Chapters 1 and 4-9) shows how logic relates to everyday life, demonstrating its applications in such areas as the workplace, media and entertainment, politics, science and technology, student life, and elsewhere. The examples and exercises were chosen to be interesting, thought-provoking, and relevant to students.
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Logic: An Emphasis on Formal Logic

Logic: An Emphasis on Formal Logic

by Stan Baronett
Logic: An Emphasis on Formal Logic

Logic: An Emphasis on Formal Logic

by Stan Baronett

Paperback(5th ed.)

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Overview

Featuring an exceptionally clear writing style and a wealth of real-world examples and exercises, Logic: An Emphasis on Formal Logic, Fifth Edition (Chapters 1 and 4-9) shows how logic relates to everyday life, demonstrating its applications in such areas as the workplace, media and entertainment, politics, science and technology, student life, and elsewhere. The examples and exercises were chosen to be interesting, thought-provoking, and relevant to students.

Product Details

ISBN-13: 9780197602409
Publisher: Oxford University Press
Publication date: 11/30/2021
Edition description: 5th ed.
Pages: 600
Product dimensions: 7.55(w) x 9.31(h) x 0.89(d)

About the Author

Stan Baronett is a master teacher and the author of several books, including Why Did the Logician Cross the Road?: Finding Humor in Logical Reasoning (2021) and Journey Into Philosophy: An Introduction with Classic and Contemporary Readings (2016).

Table of Contents

Preface xi

Part I Setting the Stage 1

Chapter 1 What Logic Studies 2

A Statements and Arguments 4

B Recognizing Arguments 6

Exercises 1B 10

C Arguments and Explanations 19

Exercises 1C 20

D Truth and Logic 22

E Deductive and Inductive Arguments 23

Exercises 1E 26

F Deductive Arguments: Validity and Soundness 29

Argument Form 30

Counterexamples 34

Summary of Deductive Arguments 41

Exercises 1F 41

G Inductive Arguments: Strength and Cogency 44

Techniques of Analysis 47

The Role of New Information 48

Summary of Inductive Arguments 49

Exercises 1G 49

H Reconstructing Arguments 51

Exercises 1H 57

Summary 60

Key Terms 62

Logic Challenge: The Problem of the Hats 62

Part II Informal Logic 127

Chapter 4 Informal Fallacies 128

A Why Study Fallacies? 130

B Fallacies Based on Personal Attacks or Emotional Appeals 130

Fallacies Based on Personal Attacks 131

1 Ad Hominem Abusive 131

2 Ad Hominem Circumstantial 132

3 Poisoning the Well 132

4 Tu Quoque 133

Fallacies Based on Emotional Appeals 134

5 Appeal to the People 135

6 Appeal to Pity 136

7 Appeal to Fear or Force 137

Summary of Fallacies Based on Personal Attacks 138

Summary of Fallacies Based on Emotional Appeals 138

Exercises 4B 139

C Weak Inductive Argument Fallacies 144

Generalization Fallacies 144

8 Rigid Application of a Generalization 144

9 Hasty Generalization 145

10 Composition 146

11 Division 148

12 Biased Sample 149

False Cause Fallacies 149

13 Post Hoc 150

14 Slippery Slope 153

Summary of Weak Inductive Argument Fallacies 153

Exercises 4C 154

D Fallacies of Unwarranted Assumption or Diversion 159

Unwarranted Assumption 159

15 Begging the Question 159

16 Complex Question 161

17 Appeal to Ignorance 163

18 Appeal to an Unqualified Authority 165

19 False Dichotomy 166

Fallacies of Diversion 167

20 Equivocation 168

21 Straw Man 169

22 Red Herring 170

23 Misleading Precision 171

24 Missing the Point 172

Summary of Fallacies of Unwarranted Assumption and Diversion 173

Exercises 4D 174

E Recognizing Fallacies in Ordinary Language 179

Exercises 4E 181

Summary 188

Key Terms 190

Logic Challenge: A Clever Problem 190

Part III Formal Logic 191

Chapter 5 Categorical Propositions 192

A Categorical Propositions 193

Exercises 5A 195

B Quantity, Quality, and Distribution 196

Exercises 5B 199

C Existential Import 201

D The Modern Square of Opposition and Venn Diagrams 201

Venn Diagrams 203

Exercises 5D 207

E Conversion, Obversion, and Contraposition in the Modern Square 209

Conversion 209

Obversion 210

Contraposition 210

Diagrams 210

Summary of Conversion, Obversion, and Contraposition 212

Exercises 5E 213

E The Traditional Square of Opposition and Venn Diagrams 215

Exercises 5F.1 218

Venn Diagrams and the Traditional Square 220

Exercises 5F.2 223

G Conversion, Obversion, and Contraposition in the Traditional Square 225

Summary of Conversion, Obversion, and Contraposition 225

Conversion 226

Obversion 226

Contraposition 226

Exercises 5G 227

H Translating Ordinary Language into Categorical Propositions 227

Missing Plural Nouns 228

Nonstandard Verbs 228

Singular Propositions 230

Adverbs and Pronouns 231

"It Is False That…" 232

Implied Quantifiers 232

Nonstandard Quantifiers 234

Conditional Statements 234

Exclusive Propositions 236

"The Only" 237

Propositions Requiring Two Translations 237

Exercises SH 239

Summary 242

Key Terms 243

Logic Challenge: Group Relationship 244

Chapter 6 Categorical Syllogisms 245

A Standard-Form Categorical Syllogisms 245

B Mood and Figure 247

Exercises 6B 248

C Diagramming in the Modern Interpretation 250

Diagramming A-Propositions 252

Diagramming E-Propositions 253

Diagramming I-Propositions 254

Diagramming O-Propositions 256

Wrapping Up the X 258

Is the Syllogism Valid? 259

Exercises 6C 263

D Rules and Fallacies Under the Modern Interpretation 267

Rule 1: The middle term must be distributed in at least one premise 267

Associated Fallacy: Undistributed Middle 267

Rule 2: If a term is distributed in the conclusion, then it must be distributed in a premise 268

Associated Fallacies: Illicit Major/Illicit Minor 268

Rule 3: A categorical syllogism cannot have two negative premises 269

Associated Fallacy: Exclusive Premises 269

Rule 4: A negative premise must have a negative conclusion 270

Associated Fallacy: Affirmative Conclusion/Negative Premise 270

Rule 5: A negative conclusion must have a negative premise 271

Associated Fallacy: Negative Conclusion/Affirmative Premises 271

Rule 6: Two universal premises cannot have a particular conclusion 272

Associated Fallacy: Existential Fallacy 272

Summary of Rules 273

Exercises 6D 273

E Diagramming in the Traditional Interpretation 274

A-Propositions 274

E-Propositions 276

Exercises 6E 279

F Rules and Fallacies Under the Traditional Interpretation 283

Exercises 6F 283

G Ordinary Language Arguments 284

Reducing the Number of Terms in an Argument 284

Exercises 6G.1 289

Paraphrasing Ordinary Language Arguments 291

Categorical Propositions and Multiple Arguments 292

Exercises 6G.2 294

H Enthymemes 296

Exercises 6H 301

I Sorites 305

Exercises 61 308

Summary 312

Key Terms 314

Logic Challenge: Relationships Revisited 314

Chapter 7 Propositional Logic 315

A Logical Operators and Translations 316

Simple and Compound Statements 316

Negation 318

Conjunction 318

Disjunction 318

Conditional 320

Distinguishing "If from "Only If" 320

Sufficient and Necessary Conditions 321

Biconditional 322

Summary of Operators and Ordinary Language 323

Exercises 7A 323

B Compound Statements 327

Well-Formed Formulas 327

Exercises 7B.1 328

Main Operator 329

Exercises 7B.2 331

Translations and the Main Operator 331

Exercises 7B.3 332

C Truth Functions 336

Defining the Five Logical Operators 336

Negation 337

Conjunction 338

Disjunction 339

Conditional 339

Biconditional 340

Exercises 7C.1 341

Operator Truth Tables and Ordinary Language 343

Propositions with Assigned Truth Values 346

Exercises 7C.2 348

D Truth Tables for Propositions 349

Arranging the Truth Values 349

The Order of Operations 350

Exercises 7D 353

E Contingent and Noncontingent Statements 354

Tautology 354

Self-Contradiction 355

Exercises 7E 356

F Logical Equivalence and Contradictory, Consistent, and Inconsistent Statements 356

Logical Equivalence 356

Exercises 7F.1 358

Contradictory, Consistent, and Inconsistent Statements 358

Exercises 7F.2 361

G Truth Tables for Arguments 362

Validity 363

Analyzing Sufficient and Necessary Conditions in Arguments 364

Technical Validity 366

Exercises 7G.1 367

Argument Forms 370

Exercises 7G.2 373

H Indirect Truth Tables 375

Thinking Through an Argument 375

A Shorter Truth Table 376

Exercises 7H.1 380

Using Indirect Truth Tables to Examine Statements for Consistency 383

Exercises 7H.2 385

Summary 385

Key Terms 387

Logic Challenge: A Card Problem 388

Chapter 8 Natural Deduction 389

A Natural Deduction 390

B Implication Rules I 392

Modus Ponens (MP) 392

Modus Tollens (MT) 394

Hypothetical Syllogism (HS) 395

Disjunctive Syllogism (DS) 396

Justification: Applying the Rules of Inference 396

Exercises 8B 398

C Tactics and Strategy 404

Applying the First Four Implication Rules 405

Exercises 8C 407

D Implication Rules II 410

Simplification (Simp) 410

Conjunction (Conj) 411

Addition (Add) 412

Constructive Dilemma (CD) 413

Applying the Second Four Implication Rules 414

Exercises 8D 415

E Replacement Rules 1 422

De Morgan (DM) 422

Double Negation (DN) 424

Commutation (Com) 425

Association (Assoc) 426

Distribution (Dist) 428

Applying the First Five Replacement Rules 429

Exercises 8E 431

F Replacement Rules II 437

Transposition (Trans) 437

Material Implication (Impl) 437

Material Equivalence (Equiv) 438

Exportation (Exp) 439

Tautology (Taut) 440

Applying the Second Five Replacement Rules 441

Exercises 8F 443

G Conditional Proof 451

Exercises 8G 457

H Indirect Proof 460

Exercises 8H 462

I Proving Logical Truths 466

Exercises 8I 468

Summary 469

Key Terms 470

Logic Challenge: The Truth 471

Chapter 9 Predicate Logic 472

A Translating Ordinary Language 473

Singular Statements 474

Universal Statements 475

Particular Statements 476

Paying Attention to Meaning 477

Exercises 9A 479

B Four New Rules of Inference 481

Universal Instantiation (UI) 481

Universal Generalization (UG) 483

Existential Generalization (EG) 484

Existential Instantiation (EI) 485

Summary of the Four Rules 486

Tactics and Strategy 487

Exercises 9B 488

C Change of Quantifier (CQ) 492

Exercises 9C 494

D Conditional and Indirect Proof 496

Conditional Proof (CP) 496

Indirect Proof (IP) 498

Exercises 9D 499

E Demonstrating Invalidity 501

Counterexample Method 501

Finite Universe Method 503

Indirect Truth Tables 504

Exercises 9E 506

F Relational Predicates 508

Translations 508

Exercises 9F.1 511

Proofs 512

A New Restriction 513

Change of Quantifier 514

Conditional Proof and Indirect Proof 515

Exercises 9F.2 515

G Identity 517

Simple Identity Statements 517

"Only" 518

"The Only" 518

"No … Except" 519

"All Except" 519

Superlatives 520

"At Most" 520

"At Least" 521

"Exactly" 521

Definite Descriptions 522

Summary of Identity Translations 524

Exercises 9G.1 524

Proofs 525

Exercises 9G.2 527

Summary 530

Key Terms 531

Logic Challenge: Your Name and Age, Please 532

Instructors interested in providing students with an opportunity for further analysis can refer them to Online Chapter 15, available at oup.com/he/baronett5e.

online Chapter 15 Analyzing a Long Essay

A Childbed Fever

B Vienna

Exercises 15B

C Miasm and Contagion

Exercises 15C

D Semmelweis's Account of the Discovery

Exercises 15D

E Initial Questions

Exercises 15E

F A New Interpretation

Exercises 15F

Summary

Bibliography

Appendix A Cognitive Bias 693

Heuristics 693

Heuristics and Algorithms 695

The Link Between Heuristics and Cognitive Biases 697

Theories of Judgment 698

Cognitive Biases 699

1 Belief Bias 699

2 Confirmation Bias 700

3 Status Quo Bias 701

4 Availability Bias 701

5 Halo Bias 702

6 Functional Fixedness Bias 703

7 Anchoring Bias 703

8 Gambling Biases 704

9 Frequency Bias 705

10 Ingroup Bias 705

11 Fundamental Attribution Bias 706

Can We Overcome Cognitive Biases? 707

Appendix B The LSAT and Logical Reasoning 708

Introduction 708

1 Logical Reasoning 709

2 Deductive and Inductive Arguments 710

4 Identifying Conclusions and Premises 712

A Identifying the Conclusion 712

B Choosing the Best Missing Conclusion 714

C Assumptions: Choosing the Best Missing Premise 715

4 Additional Information that Strengthens or Weakens an Argument 718

5 Arguments that Use Either Analogical, Statistical, or Causal Reasoning 720

A Analogical Reasoning 720

B Statistical Reasoning 722

C Causal Reasoning 724

6 Explaining or Resolving Given Information 726

7 Argument Flaws 727

A Fallacies Based on Personal Attacks or Emotional Appeals 727

B Weak Inductive Argument Fallacies 728

C Fallacies of Unwarranted Assumption or Diversion 730

8 Recognizing Reasoning Patterns 731

A Class Terms 731

B Conditional Statements 732

C Translating Conditional Statements 733

D Distinguishing "If" from "Only If" 734

E Conditionals and Arguments 734

F Sufficient and Necessary Conditions 736

9 Continuing the Process 739

Glossary 740

Answers to Selected Exercises 748

Index 792

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