"The best introduction to logic you will find."—Martin Gardner "Professor Bennett entertains as she instructs," writes Publishers Weekly about the penetrating yet practical Logic Made Easy. This brilliantly clear and gratifyingly concise treatment of the ancient Greek discipline identifies the illogical in everything from street signs to tax forms. Complete with puzzles you can try yourself, Logic Made Easy invites readers to identify and ultimately remedy logical slips in everyday life. Designed with dozens of visual examples, the book guides you through those hair-raising times when logic is at odds with our language and common sense. Logic Made Easy is indeed one of those rare books that will actually make you a more logical human being.

An easy-to-follow introduction to logic that examines the relationship between language and logic, with dozens of visual and real-life examples of how language often defies logic.

Logic Made Easy: A Concise Introduction to Informal and Formal Logic is designed to help students expand their ability to think and reason. The text underscores the importance of logical thinking in professional and personal contexts. It demonstrates how the ability to understand the arguments of others, and formulate solid arguments, can make or break business negotiations, contracts, job offers, personal relationships, and more. The opening chapter provides readers with a concise introduction to logic. Additional chapters cover the basic concepts of an argument, the various types of meaning, and informal fallacies. Students learn about categorical propositions and categorical syllogisms. The final chapter examines propositional logic. The text is written in a highly conversational tone and connects concepts related to logic to everyday scenarios to encourage greater student understanding and engagement. Throughout, learning outcomes, reflection questions, key terms, summaries, and Exercise Your Brain activities reinforce key learnings and support retention of the material. A concise and approachable introduction, Logic Made Easy is an exemplary resource for philosophy, business, pre-law, and computer science programs, as well as any course with an emphasis on understanding and developing logical arguments.

In a world increasingly driven by data and technology, the ability to think logically and make sound decisions is more crucial than ever. Logical analysis forms the bedrock of rational thinking, guiding us through complex problems and helping us arrive at reasoned conclusions. With the advent of Artificial Intelligence (AI), particularly models like ChatGPT, we now have unprecedented tools at our disposal to enhance our logical thinking processes. Logical analysis, at its core, involves the systematic examination and evaluation of information to derive meaningful insights and conclusions. It provides a structured framework for organizing thoughts, identifying patterns, and making informed judgments. When coupled with AI capabilities, such as machine learning algorithms and natural language processing, the potential for unlocking new levels of understanding and innovation becomes limitless. Throughout this book, we will delve into a series of case studies that showcase the practical applications of logical analysis with AI in diverse contexts. From deciphering complex data sets to optimizing resource allocation, each chapter will explore real-world scenarios where these methodologies have been instrumental in driving success and achieving desired outcomes.

Please note: This is a companion version & not the original book. Sample Book Insights: #1 The law of the excluded middle requires that a thing must either possess a given attribute or must not possess it. A thing must be one way or the other; there is no middle ground. However, we frequently see this principle misused. #2 The law of noncontradiction states that a thing cannot be and not be at the same time. When you try to believe that a statement is both true and not true at the same time, you are guilty of self-contradiction. #3 The method of reductio ad impossibile, or argument by contradiction, was first used by Zeno of Elea in the fourth century B. C. It was a form of argument used to confound the other side, and it went like this: If P is true, then Q is true. But since it is impossible for Q to be true and not true at the same time, it is therefore impossible for P to be true. #4 The method of proof by contradiction was used by the Stoics to validate their rules of logic. Euclid employed this technique as well, and it was used to prove the theorem in geometry about the congruence of alternate interior angles formed by a straight line falling on parallel lines.

A collection of anecdotal histories defines the relationship between language and logic, sharing visual examples and puzzles that can be used by readers to raise test scores and recognize the illogical in everyday things.

Adler instructs the world in the "uncommon common sense" of Aristotelian logic, presenting Aristotle's understandings in a current, delightfully lucid way. Aristotle (384 - 322 B.C.) taught logic to Alexander the Great and, by virtue of his philosophical works, to every philosopher since, from Marcus Aurelius, to Thomas Aquinas, to Mortimer J. Adler. Now Adler instructs the world in the "uncommon common sense" of Aristotelian logic, presenting Aristotle's understandings in a current, delightfully lucid way. He brings Aristotle's work to an everyday level. By encouraging readers to think philosophically, Adler offers us a unique path to personal insights and understanding of intangibles, such as the difference between wants and needs, the proper way to pursue happiness, and the right plan for a good life.