FALLACIES CHAPTERS 8 & 9. DEDUCTIVE REASONING From general to specific; have a law, premise, or principle Insert a specific fact or event regarding that.

Slides:



Advertisements
Similar presentations
-- in other words, logic is
Advertisements

Necessary & Sufficient Conditions Law, Science, Life & Logic.
Hypotheticals: The If/Then Form Hypothetical arguments are usually more obvious than categorical ones. A hypothetical argument has an “if/then” pattern.
Arguments, validity, soundness, persuasiveness
Higher / Int.2 Philosophy 5. ” All are lunatics, but he who can analyze his delusion is called a philosopher.” Ambrose Bierce “ Those who lack the courage.
2 Basic Types of Reasoning Deductive Deductive Inductive Inductive.
Critical Thinking (and Logical Fallacies) All men are mortal. Socrates is a man. Therefore, Socrates is mortal. All cadets wear uniforms. Thompson wears.
The Conditional Syllogism otherwise knows as: The Hypothetical Syllogism “If I had a millions dollars, then I’d buy you a house” The Barenaked Ladies.
Review: Logic. Fallacy: Appeal to Novelty New is better.
2 Basic Types of Reasoning Deductive Deductive Inductive Inductive.
Deductive Arguments and Inference Rules Terminology: Valid Argument: – truth of the premises guarantees the truth of the conclusion – It would be contradictory.
This is Introductory Logic PHI 120 Get a syllabus online, if you don't already have one Presentation: "Good Arguments"
Un-rules for Good Writing 1. Don’t use no double negatives. 2. Make each pronoun agree with their antecedent. 3. Join clauses good like a conjunction should.
Deductive reasoning.
Critical Thinking: A User’s Manual
Persuasion Deductive reasoning works from the more general to the more specific. Sometimes this is informally called a "top-down" approach. Inductive reasoning.
The Conditional Syllogism otherwise knows as: The Hypothetical Syllogism “If I had a millions dollars, then I’d buy you a house” The Barenaked Ladies.
Warm Up 1. How do I know the following must be false? Points P, Q, and R are coplanar. They lie on plane m. They also lie on another plane, plane n. 2.
Deductive Arguments.
Holt McDougal Geometry 2-3 Using Deductive Reasoning to Verify Conjectures Determine if each conjecture is true or false. If false, provide a counterexample.
Logic in Everyday Life.
Deductive Reasoning Chapter 2 Lesson 4.
Persuasive Appeals Logos AP LANGUAGE AND COMPOSITION.
Question of the Day!  We shared a lot of examples of illogical arguments!  But how do you make a LOGICAL argument? What does your argument need? What.
Mike McGuire MV Community College COM 101 A Closer Look at Logos Syllogism, Enthymeme, and Logical Fallacies ENGL102 Ordover Fall 2008.
Chapter 3: MAKING SENSE OF ARGUMENTS
BBI 3420 Critical Reading and Thinking Critical Reading Strategies: Identifying Arguments.
Syllogisms and Visual Rhetoric Danna Prather. Syllogistic form puts an argument into three statements in order to illustrate the data, claim, and warrant,
The construction of a formal argument
Deductive vs. Inductive Arguments
Holt McDougal Geometry 2-3 Using Deductive Reasoning to Verify Conjectures Students will… Apply the Law of Detachment and the Law of Syllogism in logical.
6.6 Argument Forms and Fallacies
Copyright © 2011 Pearson Education, Inc. Thinking Critically 1C Discussion Paragraph 1 web 88. State Politics 89. US Presidents 90. Web Venn Diagrams.
Deductive and induction reasoning
CHAPTER 9 CONSTRUCTING ARGUMENTS. ARGUMENTS A form of thinking in which certain reasons are offered to support conclusion Arguments are Inferences - Decide.
Fun with Deductive Reasoning
Syllogisms and Three Types of Hypothetical Syllogisms
Hypothetical Syllogism If/Then Statements. Parts Major Premise: Two-part statement: – 1) "if," statement, known as the antecedent; – 2) consequent Minor.
Chapter 7 Evaluating Deductive Arguments II: Truth Functional Logic Invitation to Critical Thinking First Canadian Edition.
Arguments Arguments: premises provide grounds for the truth of the conclusion Two different ways a conclusion may be supported by premises. Deductive Arguments.
Deductive Reasoning. Deductive reasoning The process of logical reasoning from general principles to specific instances based on the assumed truth of.
Invitation to Critical Thinking Chapter 7 Lecture Notes Chapter 7.
 Induction is the process of drawing a general conclusion from incomplete evidence.  You consider evidence you have seen or heard to draw a conclusion.
Logic: The Language of Philosophy. What is Logic? Logic is the study of argumentation o In Philosophy, there are no right or wrong opinions, but there.
Un-rules for Good Writing 1. Don’t use no double negatives. 2. Make each pronoun agree with their antecedent. 3. Join clauses good like a conjunction should.
Deductive Reasoning. Inductive: premise offers support and evidenceInductive: premise offers support and evidence Deductive: premises offers proof that.
PHIL102 SUM2014, M-F12:00-1:00, SAV 264 Instructor: Benjamin Hole
Objective Apply the Law of Detachment and the Law of Syllogism in logical reasoning.
Deductive Reasoning Valid Arguments
Deductive reasoning.
Chapter 3 Basic Logical Concepts (Please read book.)
© 2016 by Pearson Education, Inc.
Ethics and Computing CS 4100
Deductive Arguments.
Relevance Premises are relevant to the conclusion when the truth of the premises provide some evidence that the conclusion is true Premises are irrelevant.
Objective Apply the Law of Detachment and the Law of Syllogism in logical reasoning.
Disjunctive Syllogism
Chapter 3: Reality Assumptions
Chapter 3 Philosophy: Questions and theories
Evaluate Deductive Reasoning and Spot Deductive Fallacies
Syllogism, Enthymeme, and Logical Fallacies
Logical Inferences: A set of premises accompanied by a suggested conclusion regardless of whether or not the conclusion is a logical consequence of the.
Reasoning, Logic, and Position Statements
Logical Forms.
Concise Guide to Critical Thinking
Notes 2.3 Deductive Reasoning.
Constructing a Logical Argument
8C Truth Tables, 8D, 8E Implications 8F Valid Arguments
If there is any case in which true premises lead to a false conclusion, the argument is invalid. Therefore this argument is INVALID.
If there is any case in which true premises lead to a false conclusion, the argument is invalid. Therefore this argument is INVALID.
Presentation transcript:

FALLACIES CHAPTERS 8 & 9

DEDUCTIVE REASONING From general to specific; have a law, premise, or principle Insert a specific fact or event regarding that law Come to a conclusion about that specific fact or event Stated in the form of SYLLOGISM

FORMAT OF SYLLOGISM Major premise = statement of law or principle Minor premise = application of law to specific facts Conclusion = derived from premises

DEDUCTIVE SYLLOGISMS DENYING THE CONSEQUENT AFFIRMING THE ANTECEDENT DISJUNCTIVE SYLLOGISM APPLYING A GENERALIZATION APPLYING AN EXCEPTION TRANSITIVITY RELATIONSHIP (HYOTHETICAL SYLLOGISM) REFLEXIVITY RELATIONSHIP IDENTITY RELATIONSHIP

DENYING THE CONSEQUENT Major Premise: If A then B Minor Premise: Not B Conclusion: Therefore, not A If Richard graduate with honors, then Richard maintained a GPA of 3.2 or higher. Richard did not maintain a GPA of 3.2 or higher Richard did not graduate with honors

AFFIRMING THE ANTECEDENT Major Premise: If A then B Minor Premise: A Conclusion: Therefore, B If you are eligible to graduate with honors, you will get a Registrar’s notification You are eligible to graduate with honors So you will get a Registrar’s notification If the sun shines on the far side of the moon, then carrier pigeons are raised in Denver The sun shines on the far side of the moon Therefore, carrier pigeons are raised in Denver.

DISJUNCTIVE SYLLOGISM Either A or B Not A Therefore, B Either Romney won the presidency in 2012 or Obama did. Romney didn’t win. Therefore, Obama did win.

APPLYING A GENERALIZATION Major Premise: Every member of F is a member of G. Minor Premise: Individual object X is a member of F. Conclusion: So, X is a member of G. Every student in this class is a Medical Assisting Major. Janelly is in this class. So Janelly is a Medical Assisting major.

APPLYING AN EXCEPTION Major Premise: Every F is a G. Minor Premise: The object X is not a G. Conclusion: So X is not an F. Attic insulation installers run the risk of lung disease. Angela and Jennifer do not run the risk of lung disease. So Angela and Jennifer do not install attic insulation.

TRANSITIVITY RELATIONSHIP (HYPOTHETICAL SYLLOGISM) If A then B If B then C If A then C If I do not wake up, then I cannot go to work. If I cannot go to work, then I will not get paid. Therefore, if I do not wake up, then I will not get paid. Tom is taller than John. John is taller than Mark. So Tom is taller than Mark. All men are mortal Socrates is a man Therefore Socrates is mortal.

REFLEXIVITY RELATIONSHIP If X has a reflexive relationship to Y Then Y has the same reflexive relationship to X. Meryl Streep played Julia Child in the film Julie and Julia The actress who played Julia child in that film was nominated for an Oscar. Therefore Meryl Streep received an Oscar nomination for her performance in that film.

IDENTITY RELATIONSHIPS If X has a reflexive relationship to Y Then Y has the same reflexive relationship to X. If all bachelors are unmarried males, then all unmarried males are bachelors.

DEDUCTIVE FALLACIES Affirming the Consequent Denying the Antecedent False Classification Composition Division False Reference

AFFIRMING THE CONSEQUENT (THE HOUSE M.D. FALLACY) Major Premise: If A then B Minor Premise: B Conclusion: Therefore, A If we put a human on Mars, then we have a successful space program. We have a successful space program. Therefore we have put a human on Mars. All dogs eat meat. Bob (a human) eats meat. Therefore, Bob is dog.

DENYING THE ANTECEDENT Major Premise: If A then B Minor Premise: Not A Conclusion: Therefore, not B If we see a light in the window then someone is home. No light is in the window. Therefore, no one is home. If all college students drank red wine the wine industry would be booming. The wine industry is booming. Therefore, all college students drink red wine

FALSE CLASSIFICATION FALLACY Major Premise: A has quality X Minor Premise: B has quality X Conclusion: Therefore, A is B. Criminals enjoy mafia movies Cassandra enjoys mafia movies. Therefore, Cassandra is a criminal. See P. 159 for more examples

COMPOSITION AND DIVISION FALLACIES Mistaking a whole for the part: Attributing characteristics to the whole which are true for the part. See page 160.

FALSE REFERENCE FALLACY My Cousin Vinny: Vinny gets arrested for confessing to murder when he thought he was confessing to shoplifting a can of tuna fish. “I lost hope.” I hear that the Tour de France winter used banned performance enhancing drugs. I also heard that Cadel Evans won the 2011 Tour de France. Therefore, Evans used banned performance enhancing drugs.

EVALUATING ARGUMENTS Page 163