CHAPTER 9 CONSTRUCTING ARGUMENTS. ARGUMENTS A form of thinking in which certain reasons are offered to support conclusion Arguments are Inferences - Decide.

Slides:



Advertisements
Similar presentations
The Basics of Logical Argument Two Kinds of Argument The Deductive argument: true premises guarantee a true conclusion. e.g. All men are mortal. Socrates.
Advertisements

Basic Terms in Logic Michael Jhon M. Tamayao.
PHILOSOPHY 101 Maymester 2007 Day 2 Logic and Knowledge.
1 Section 1.5 Rules of Inference. 2 Definitions Theorem: a statement that can be shown to be true Proof: demonstration of truth of theorem –consists of.
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.
2 Basic Types of Reasoning Deductive Deductive Inductive Inductive.
Logos Formal Logic.
Deduction and Induction
Clarke, R. J (2001) L951-08: 1 Critical Issues in Information Systems BUSS 951 Seminar 8 Arguments.
Logical Arguments an argument can be defined as a: form of reasoning that attempts to establish the truth of one claim (called a conclusion) based on the.
Copyright © Peter Cappello Logical Inferences Goals for propositional logic 1.Introduce notion of a valid argument & rules of inference. 2.Use inference.
Deductive reasoning.
Basic Argumentation.
Deductive vs. Inductive Reasoning. Objectives Use a Venn diagram to determine the validity of an argument. Complete a pattern with the most likely possible.
Chapter 3 Section 4 – Slide 1 Copyright © 2009 Pearson Education, Inc. AND.
Persuasion Deductive reasoning works from the more general to the more specific. Sometimes this is informally called a "top-down" approach. Inductive reasoning.
0 Validity & Invalidity (Exercises) December 23, 2005.
Logical Arguments. Strength 1.A useless argument is one in which the truth of the premisses has no effect at all on the truth of the conclusion. 2.A weak.
Chapter 1 Logic Section 1-1 Statements Open your book to page 1 and read the section titled “To the Student” Now turn to page 3 where we will read the.
1 Sections 1.5 & 3.1 Methods of Proof / Proof Strategy.
Unit 1D Analyzing Arguments. TWO TYPES OF ARGUMENTS Inductive Deductive Arguments come in two basic types:
Logic in Everyday Life.
10/20/09 BR- Who are the three “brothers” of Argument? Today: Constructing A Logical Argument – Deductive and Inductive Reasoning -Hand in “facts” -MIKVA.
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.
Logic. What is logic? Logic (from the Ancient Greek: λογική, logike) is the use and study of valid reasoning. The study of logic features most prominently.
Chapter 3: MAKING SENSE OF ARGUMENTS
2.8 Methods of Proof PHIL 012 1/26/2001.
Natural Deduction Proving Validity. The Basics of Deduction  Argument forms are instances of deduction (true premises guarantee the truth of the conclusion).
Theory of Knowledge Ms. Bauer
0 Validity & Invalidity (Exercises) All dogs have two heads. 2. All tigers are dogs. ___________________________________ 3. All tigers have two.
DEDUCTIVE VS. INDUCTIVE REASONING. Problem Solving Logic – The science of correct reasoning. Reasoning – The drawing of inferences or conclusions from.
Critical Thinking. Critical thinkers use reasons to back up their claims. What is a claim? ◦ A claim is a statement that is either true or false. It must.
Philosophical Method  Logic: A Calculus For Good Reason  Clarification, Not Obfuscation  Distinctions and Disambiguation  Examples and Counterexamples.
The construction of a formal argument
DEDUCTIVE ARGUMENTS The aim of this tutorial is to help you learn to recognize, analyze, and evaluate deductive arguments.
Arguments Arguments: premises provide grounds for the truth of the conclusion Two different ways a conclusion may be supported by premises. Deductive Arguments.
09/17/07 BR- What is “logic?” What does it mean to make a logical argument? Today: Logic and How to Argue (Part 1)
Deductive Reasoning. Deductive reasoning The process of logical reasoning from general principles to specific instances based on the assumed truth of.
What is an argument? An argument is, to quote the Monty Python sketch, "a connected series of statements to establish a definite proposition." Huh? Three.
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.
Deductive Reasoning. Inductive: premise offers support and evidenceInductive: premise offers support and evidence Deductive: premises offers proof that.
THE NATURE OF ARGUMENT. THE MAIN CONCERN OF LOGIC Basically in logic we deal with ARGUMENTS. Mainly we deal with learning of the principles with which.
PHIL102 SUM2014, M-F12:00-1:00, SAV 264 Instructor: Benjamin Hole
Deductive reasoning.
Chapter 3 Basic Logical Concepts (Please read book.)
Valid and Invalid Arguments
Logical Arguments an argument can be defined as a:
What makes a Good Argument?
Relevance Premises are relevant to the conclusion when the truth of the premises provide some evidence that the conclusion is true Premises are irrelevant.
Argumentation and Persuasion
Chapter 1 Definition Theory Causality
Chapter 3: Reality Assumptions
Chapter 8: Recognizing Arguments
Copyright © Cengage Learning. All rights reserved.
Syllogism, Enthymeme, and Logical Fallacies
MAT 142 Lecture Video Series
Validity and Soundness
Reasoning, Logic, and Position Statements
DEDUCTIVE vs. INDUCTIVE REASONING
Arguments.
3.5 Symbolic Arguments.
Logical Forms.
Making Sense of Arguments
Logic Problems and Questions
Concise Guide to Critical Thinking
Deductive vs. Inductive Reasoning
Logical Fallacies.
Phil2303 intro to logic.
Argumentation.
Presentation transcript:

CHAPTER 9 CONSTRUCTING ARGUMENTS

ARGUMENTS A form of thinking in which certain reasons are offered to support conclusion Arguments are Inferences - Decide - Explain - Predict Persuade Evaluating arguments - Truth - Validity - Soundness Forms of arguments - Deductive - Inductive Recognizing arguments - Cue words

When we offer reasons to support a conclusions we are considered to be presenting an arguments. Argument: A form of thinking in which certain statements (reasons) are offered in support of another statement (a conclusion). Reasons: Statements that support another statement (known as a conclusion) justify it or make it more probable. Conclusion: A statements that explain, asserts or predicts on the basis of statements (known as reasons) that are offered as evidence for it.

Cue words for arguments Our language provides guidance in our efforts to identify reasons and conclusions. Certain keywords known as cue word, signal that a reason is being offered in support of a conclusion or that a conclusion is being announced on the basis of certain reasons.

List of the most commonly used cue words for reasons and conclusions: Cue words signaling reasons SinceIn view of Forfirst, second Becausein the first (second) place As shown by may be inferred from As indicated by may be deduced from Given thatmay be derived from Assuming that for the reason that

Cue words signaling conclusions Thereforethen Thusin follows that Hencethereby showing So demonstrates that (which) show thatallows us to infer that (which) proves thatsuggest very strongly that Implies thatyou see that Points to leads me to believe that As a resultallows us to deduce that consequently

ARGUMENTS ARE INFERENCES When we construct arguments, we are composing and relating the world by means of our ability to infer. Inferring is a thinking process that we use to reason from what we already know. We can also construct arguments for different purpose – we construct arguments to decide, explain, predict and persuade.

1. We construct arguments to decide Example: Reason: Throughout my life, I’ve always been interested in all different kinds of electricity. Reason: There are many attractive job opportunities in the field of electrical engineering. Conclusion: I will work toward becoming an electrical engineering.

2. We construct arguments to explain Example: Reason: I was delayed leaving my house because my dog needed an emergency walking. Reason: There was an unexpected traffic jam caused by motorist slowing down to view an overturned chicken truck. Conclusion: Therefore, I was late for our appointment.

3. We construct arguments to predict Example: Reason: Some people will always drive faster than the speed limit allows no matter whether the limit is 55 or 65 mph. Reason: Car accidents are more likely at higher speeds. Conclusion: It follows that the newly reinstated 65 mph limit will result in more accidents.

4. We construct arguments to persuade Example: Reason: Chewing tobacco can lead to cancer of the mouth and throat. Reason: Boys sometimes are led to begin chewing tobacco by ads for the product that feature sports heroes they admire. Conclusion: Therefore, ads for chewing tobacco should be banned.

EVALUATING ARGUMENTS In order to construct arguments, we must be skilled in evaluating the effectiveness of arguments already constructed. Two aspects each arguments must be investigated independently to determine the effectiveness of the arguments as a whole: 1.How true are the reasons being offered to support the conclusion? 2.To what extent do the reasons support the conclusion or to what extent does the conclusion follow from the reasons offered?

1. How true are the supporting reasons? The first aspect if evaluating arguments deals with trying to determine the truth of the reasons that are being used to support a conclusion. a.Does the reason make sense? b.What evidence is being offered as part of the reason? c.Do I know the reason to be true based on my experience? d.Is the reason based on a source that can be trusted?

2. Do the reason support the conclusion? In addition to determine whether the reason are true, evaluating arguments involves investigating the relationship between the reasons and the conclusion. When the reasons support the conclusion so that the conclusion follows from the reason being offered, the argument is valid. However, if the reason do no support the conclusion does not follow from the reasons offered, the argument is invalid.

Valid arguments: – Argument in which the reasons support the conclusion so that the conclusion follows from the reason offered. – Example: – Reason: anything that is a threat to our health should not be legal. – Reason: Drug is a threat to our health. – Conclusion: Therefore, drug should not be legal. – This is a valid argument because we can assume that the reasons are true then the conclusion necessarily follows.

Invalid arguments – Arguments in which the reasons do not support the conclusion so that the conclusion does not follow from the reason offered. – Example: – Reason: Ronald Reagan believes that the strategic defense initiative Star Wars should be built to protect the American people from Russian nuclear attack. – Reason: Ronald Reagan is the president of the United State. – Conclusion: Therefore, the Star Wars should be built. – This argument is not valid because even if we assume that the reasons is true, the conclusion does not follow.

FORMS OF ARGUMENTS There are two major types of argument forms which are deductive arguments and inductive arguments. 1. Deductive arguments. – Argument form in which one reasons from premises that are known or assumed to be true to a conclusion that follows logically from these premises. The deductive argument is the one most commonly associated with the study of logic.

– Example: – Reason/Premise: All men are mortal. – Reason/Premise: Socrates is a man. – Conclusion: Therefore, Socrates is mortal. Common valid deductive forms: Applying a general rule: 1. Socrates syllogism Whenever we reason by using the form illustrated by the valid Socrates syllogism, we are using the following arguments structure: – Premise: All A (men) are B (mortal) – Premise: S is an A (Socrates is a man) – Conclusion: Therefore, S is B. (Socrates is mortal)

2. Modus Ponens “Affirming the antecedent” – Premise: I prepared thoroughly for the exam. – Conclusion: Therefore, I will do well in the exam. When we reason like this, we are using the following arguments structure: – Premise: If A (I have prepared thoroughly), then B (I will do well). – Premise: A (I have prepared thoroughly) – Conclusion: Therefore, B (I will do well).

3. Disjunctive syllogism The term disjunctive means presenting several alternatives. – Premise: Either I left my wallet on my dresser or I have lost it. – Premise: The wallet is not on my dresser.