Raise your hand to get a syllabus, if you don't already have one. Presentation: "Arguments" Please turn off all cell phones! Fall 2010 PHI 120 Room Change:

Slides:



Advertisements
Similar presentations
Introduction to Proofs
Advertisements

Plato’s “Meno” Aren’t we done yet?. First Paper Assignment posted on-line at State and briefly explain the requirements on a good definition. Illustrate.
Possible World Semantics for Modal Logic
Chapter 1 Critical Thinking.
Logic & Critical Reasoning Identifying arguments.
Philosophy 103 Linguistics 103 Introductory Logic: Critical Thinking Fall 2007 Dr. Robert Barnard.
For Wednesday, read Chapter 3, section 4. Nongraded Homework: Problems at the end of section 4, set I only; Power of Logic web tutor, 7.4, A, B, and C.
Intro to Logic: the tools of the trade You need to be able to: Recognize an argument when you see one (in media, articles, people’s claims). Organize arguments.
Philosophy 120 Symbolic Logic I H. Hamner Hill CSTL-CLA.SEMO.EDU/HHILL/PL120.
This is Introductory Logic PHI 120 Get a syllabus online, if you don't already have one Presentation: "Good Arguments"
For Friday, read chapter 2, sections 1-2 (pp ). As nongraded homework, do the problems on p. 19. Graded homework #1 is due at the beginning of class.
PHIL 120: Jan 8 Basic notions of logic
For Monday, read Chapter 4, Sections 1 and 2. Nongraded homework: Problems on pages Graded HW #4 is due on Friday, Feb. 11, at the beginning of.
If you don't have a syllabus, then raise your hand (and keep it up until we get you one.) Presentation: "Syllabus" Spring 2011 PHI 120 Sections 01-09:
Dr. Tatiana Erukhimova [year] Overview of Today’s Class Folders Syllabus and Course requirements Tricks to survive Mechanics Review and Coulomb’s Law.
BASIC CONCEPTS OF ARGUMENTS
Logic: Day 1. Critical Thinking is: Thinking clearly and following rules of logic and rationality It’s not being argumentative just for the sake of arguing.
Today’s quiz on 8.2 A Graphing Worksheet 1 will be given at the end of class. You will have 12 minutes to complete this quiz, which will consist of one.
Today’s quiz on 8.2 B Graphing Worksheet 2 will be given at the end of class. You will have 12 minutes to complete this quiz, which will consist of one.
EE1J2 – Discrete Maths Lecture 5 Analysis of arguments (continued) More example proofs Formalisation of arguments in natural language Proof by contradiction.
For Friday, read Chapter 3, section 4. Nongraded Homework: Problems at the end of section 4, set I only; Power of Logic web tutor, 7.4, A, B, and C. Graded.
Tweedledum: “I know what you’re thinking, but it isn’t so. No how.” Tweedledee: “Contrariwise, if it was so, it might be; and if it were so, it would be;
Copyright © Cengage Learning. All rights reserved.
Grade Scale Test 1 Results: Average class score after partial credit: __________ Commonly missed questions: #_________________ If you got less than 70%
.  What will we be doing this year   Warm-ups  Investigate geometry with Patty Paper  Flip the classroom in Algebra II  Work with a partner 
Copyright © Cengage Learning. All rights reserved.
Logic in School Program Creighton University Director: Dr. Jinmei Yuan Student Teachers: Mark Holmberg Andrew Trapp Jason Bodewitz.
Math 119 ELEMENTARY STATISTICS. Contact Information INSTRUCTOR: Olga Pilipets INSTRUCTOR: Olga Pilipets
Language Arts 3, Segment 2 Family Collaboration Learn how to ARGUE with your family and PASS your SEGMENT 2 EXAM!!
Historical Argument OCTOBER 3, AN ARGUMENT IS AN ATTEMPT TO ESTABLISH THE TRUTH OF A CLAIM. AN ARGUMENT OFTEN INCLUDES PREMISES, OR SUPPORTING ARGUMENTS.
Chapter 1: Lecture Notes What Is an Argument? (and What is Not?)
Copyright © Cengage Learning. All rights reserved. CHAPTER 4 ELEMENTARY NUMBER THEORY AND METHODS OF PROOF ELEMENTARY NUMBER THEORY AND METHODS OF PROOF.
{ The writing process Welcome. In the prewriting stage the follow must be considered:   factual information pertaining to topic   clear definition.
Proofs1 Elementary Discrete Mathematics Jim Skon.
FALSE PREMISE.
Welcome to CMPSC 360!. Today Introductions Student Information Sheets, Autobiography What is Discrete Math? Syllabus Highlights
8 th Grade THURSDAY 9/4/2014.  Do you drink bottled water exclusively over tap water, or do you prefer tap water to bottled water?  *Think about why.
2.8 Methods of Proof PHIL 012 1/26/2001.
LIVING ENVIRONMENT Teacher: Mrs. D’Anna Teacher: Mrs. D’Anna Room: 227 Room: 227 Address: Address:
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.
Argument Diagramming Part I
Chapter 2 Logic 2.1 Statements 2.2 The Negation of a Statement 2.3 The Disjunction and Conjunction of Statements 2.4 The Implication 2.5 More on Implications.
Use and mention Logic is part of philosophy Logic is a word “Logic” is a word Use There’s glory for you. --what do you mean by “glory”? Mention.
Statistics Fall Introduction2 Wed, Aug 22, 2007 Introduction Dr. Robb T. Koether Office: Bagby 114 Office phone: Home phone: (before.
Syllogisms and Three Types of Hypothetical Syllogisms
Elementary Logic PHIL Intersession 2013 MTWHF 10:00 – 12:00 ASA0118C Steven A. Miller Day 1.
CS104:Discrete Structures Chapter 2: Proof Techniques.
LIVING ENVIRONMENT Teacher: Mrs. D’Anna Teacher: Mrs. D’Anna Room: 227/242 Room: 227/242 Address: Address:
Higher / Int.2 Philosophy 12. Our Learning  Fallacy Reminder  Summary following Homework NAB  Class NAB.
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.
Section 1.7. Definitions A theorem is a statement that can be shown to be true using: definitions other theorems axioms (statements which are given as.
Chapter 4: Logic as The Art of Arts By Kasey Fitzpatrick.
Teacher: Mrs. D’Anna Room: 210 Class: Living Environment WELCOME TO STATEN ISLAND TECH.
CT214 – Logical Foundations of Computing Darren Doherty Rm. 311 Dept. of Information Technology NUI Galway
Statistics Spring Introduction2 Wed, Aug 22, 2007 Introduction Dr. Robb T. Koether Office: Bagby 114 Office phone: Home phone:
Section 1.7. Section Summary Mathematical Proofs Forms of Theorems Direct Proofs Indirect Proofs Proof of the Contrapositive Proof by Contradiction.
Teacher: Mrs. D’Anna Room: 242/225 Address: Office: 252 Tutoring Schedule: 4 th period everyday Room 243 Class: Living Environment.
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.
Indirect Argument: Contradiction and Contraposition
Welcome Back!.
Copyright © Cengage Learning. All rights reserved.
ESL015 Argument / Argumentation
Lecture 1 – Formal Logic.
Critical Thinking Lecture 1 What is Critical Thinking?
Faulty Reasoning What’s wrong with this statement?
Introduction to Logic Lecture 1 What is Critical Reasoning?
Introduction to Philosophy Lecture 1b What is Philosophy? (part 2)
Week 2: Critical Thinking
Validity and Soundness, Again
Presentation transcript:

Raise your hand to get a syllabus, if you don't already have one. Presentation: "Arguments" Please turn off all cell phones! Fall 2010 PHI 120 Room Change: Sec 009 CB 346

Homework for Next Lecture Read J/H, Introductory Logic – Chapter 2, pp Answer "review questions," p. 47: 1-3, 6, 9-10 – may be collected by your recitation instructor Homework assigned last class: – Read Chapter 1 – p. 22 Answer “review questions," p.22: 1, 4 – 8, 10

Class Web Site Important documents Presentations Available Sunday Before Class Daily schedule (Including Exams) tilde – rsand -- onephi

Grading 3 exams= 60% – 20% each of total grade – Administered in the lecture classroom Quizzes/Homeworks = 40% – Administered in recitation sections 20% - quizzes 20% - homework Total=100%

Grading Attendance/Participation: mandatory – +3% for perfect attendance – no penalty for only one unexcused absence – -2% for every subsequent unexcused, up to 10% –  7 unexcused absences = 50% deduction

Read the lecture and recitation syllabi carefully!

Introduction Logic and Argument

Introductory Logic, PHI 120 PHI 120 Introductory Logic

What is an argument? Does abuse play any role in rational argumentation? Is contradiction an argument? Is mere contradiction bad argumentation? What is a good argument? What sort of intellectual process is argumentation?

Definitions Argument – a set of statements connected together in such a way that the truth of one statement is claimed to follow from at least one (other) statement – Properties of a Statement 1.Subject-predicate form 2.Either true or false What is a phone? Turn off your phones! vs. A phone is a wooden object having only two dimensions. or The phone rang in the classroom. What is a phone? Turn off your phones! vs. A phone is a wooden object having only two dimensions. or The phone rang in the classroom. Statements are either true or false.

Logical Arguments “Arguments” that are not logical – Mr Barnard: WHAT DO YOU WANT? – Man: Well, I was told outside that... – Mr Barnard: Don't give me that, you snotty-faced heap of parrot droppings! – Man: What? – Mr Barnard: Shut your festering gob, you tit! Your type really makes me puke, you vacuous, coffee-nosed, maloderous, pervert!!! – Man: Look, I CAME HERE FOR AN ARGUMENT, I'm not going to just stand...!! – Mr Barnard: OH, oh I'm sorry, but this is abuse. An argument is a collected series of statements to establish a definite proposition. not abuse a good argument is more than just contradiction? What is a good argument? next lecture

Statements in an Argument Every argument contains one conclusion and at least one premise

Statements in an Argument Every argument contains one conclusion and at least one premise – Conclusion: the statement whose truth is claimed to follow from some evidence More than a one conclusion, more than one argument – Premise(s): provide evidence in support of a conclusion being true “If you are a UK student, you must fulfill the logic-inference USP requirement. You are a UK student. So you must fulfill the requirement.”

Argument Analysis

The Argumentative Passage Non-argumentative elements a)Explanatory passages b)Opinion unsubstantiated by any reference to evidence for it being true c)Warnings d)Etc. "Freedom of religion might provide the right to build the mosque in the shadow of Ground Zero, but common sense and respect for those who lost their lives and loved ones gives sensible reason to build the mosque someplace else." Democratic U.S. Senate candidate Jeff Greene of Florida "Freedom of religion might provide the right to build the mosque in the shadow of Ground Zero, but common sense and respect for those who lost their lives and loved ones gives sensible reason to build the mosque someplace else." Democratic U.S. Senate candidate Jeff Greene of Florida

The heart of an argument is its conclusion First step in argument analysis: Identify the conclusion Our aim: argument analysis Identify main conclusion Lay out premises (evidence) in support of that conclusion Our aim: argument analysis Identify main conclusion Lay out premises (evidence) in support of that conclusion

Clue Words Identifying the conclusion and premises

Clues to Argument Form If you don’t study, you’ll do poorly in this class. Congratulations. You got an A. Since you did well, I conclude you must have studied. Common indicator words – Conclusion: therefore, thus, hence, consequently, so – Premise: because, since, for, given

Clues to Argument Form If you don’t study, you’ll do poorly in this class. Congratulations. You got an A. Since you did well, I conclude you must have studied. Common indicator words – Conclusion: therefore, thus, hence, consequently, so – Premise: because, since, for, given

Argument Form If you don’t study, you’ll do poorly in this class. Congratulations. You got an A. Since you did well, I conclude you must have studied. Note: "Congratulations" is an interjection and not part of the argument. Note: "You got an A" is the same as "you did well." The Form of this Argument Premises: (1) If you don't study, you'll do poorly in this class (2) You did well. Conclusion: (3) You must have studied.

Argument Analysis Diagramming

1.Representation of argument form – Structure of support Independent Joint – Extended arguments 2.Technique of analysis – A useful device for making sense of complicated pieces of reasoning

(1) If you don’t study, then you will do poorly in this class. (2) However, you got an A which is excellent. (3) Hence you must have studied. Joint Support Structure

Another Example

(1) Since apes don’t have language, (2) they can’t reason.

Independent Support Structure

More Complicated Example

One last example 1) Since apes don’t have language, and (2) language is necessary to be able to reason, (3) it follows that apes can’t reason. (4) For their speech pathways are too underdeveloped in their brains. An extended argument

1) Since apes don’t have language, and (2) language is necessary to be able to reason, (3) it follows that apes can’t reason. (4) For their speech pathways are too underdeveloped in their brains.

Summary 1.Any argument is composed of statements – one conclusion – a number of premises 2.Argument Analysis i.Identify the (main) conclusion ii.Diagram 3.Diagramming A.Structures: 1)Independent 2)Joint B.Extended arguments

Homework for Next Lecture Read J/H, Introductory Logic – Chapter 2, pp Answer "review questions," p. 47: 1-3, 6, 9-10 – may be collected by your recitation instructor Homework assigned last class: – Read Chapter 1 – p. 22 Answer “review questions," p.22: 1, 4 – 8, 10