ETHICS: The study of proper behavior, broadly construed. What is the good life? What duties do I have to myself and others? What does good moral reasoning.

Slides:



Advertisements
Similar presentations
What is Morality?.
Advertisements

7 The ENTHYMEME Arguments from SiGNS, PROBABiLiTiES, & CiRCUMSTANCE.
Application of Ethical Reasoning
Philosophy 103 Linguistics 103 Introductory Logic: Critical Thinking Fall 2007 Dr. Robert Barnard.
Husserl I. The Realm of Ideas Philosophy 157 ©2002, G. J. Mattey.
Introduction to Ethics Lecture 6 Ayer and Emotivism By David Kelsey.
Introduction to Ethics Lecture 9 The Challenge of Cultural Relativism By David Kelsey.
Deduction and Induction
Michael Lacewing Emotivism Michael Lacewing
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.
Proving the implications of the truth functional notions  How to prove claims that are the implications of the truth functional notions  Remember that.
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.
BASIC CONCEPTS OF ARGUMENTS
Phil 1: An Introduction to Philosophy
2-5 Reasoning in Algebra and Geometry
Basic Argumentation.
Chapter 1-4: Properties Commutative Property: the order in which you add or multiply numbers does not change the sum or product Ex = * 8.
Introduction to Geometric Proof Logical Reasoning and Conditional Statements.
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.
Usage Guidelines for Jeopardy PowerPoint Game Game Setup Right now, Click File > Save As, and save this template with a different file name. This will.
BUS 290: Critical Thinking for Managers
The Inverse Error Jeffrey Martinez Math 170 Dr. Lipika Deka 10/15/13.
The Science of Good Reasons
The Nature of Morality General Overview “We are discussing no small matter, but how we ought to live” (Plato in the Republic ca. 390B.C.)
Reasoning and Critical Thinking Validity and Soundness 1.
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.
DEDUCTIVE REASONING MOVES FROM A GENERALIZATION THAT IS TRUE OR SELF-EVIDENT TO A MORE SPECIFIC CONCLUSION DEDUCTIVE REASONING.
Properties and Numbers 1.4. Deductive Reasoning Using facts, properties or rules to reach a valid conclusion Conjecture: statement that could be true.
Theory of Knowledge Ms. Bauer
Philosophy: Logic and Logical arguments
Ethical non-naturalism
Arguments, translation, representation -Sign In! -Quiz -Review Quiz -Unstated premises and translation -Things that look like arguments but aren't -Representing.
PHIL 2525 Contemporary Moral Issues Lec 2 Arguments are among us…
Lesson 2 – 5 Postulates and Paragraph Proofs
James Rachels 1941 – 2003 Philosopher by trade Argues against relativism.
Sentence (syntactically Independent grammatical unit) QuestionCommandStatement “This is a class in logic.” “I enjoy logic.” “Today is Friday.”
Propositions and Arguments. What is a proposition? A proposition is a predicative sentence that only contains a subject and a predicate S is P.
Higher / Int.2 Philosophy 12. Our Learning  Fallacy Reminder  Summary following Homework NAB  Class NAB.
Ruth Benedict 1887 – 1948 Anthropologist by trade.
© 2009 McGraw-Hill Higher Education. All rights reserved.1 Chapters1 & 2.
2.5 Postulates and Proofs GEOMETRY. Postulate (axiom)- a statement that is accepted as true without proof 2.1: Through any two points, there is exactly.
Ethics Review Via the Euthyphro. What does Euthyphro think? What position would this be? Suppose Socrates asks only because he thinks piety is whatever.
1-4 Properties How are real-life situations commutative?
Do now Can you make sure that you have finished your Venn diagrams from last lesson. Can you name 5 famous mathematicians (including one that is still.
Deductive reasoning.
a valid argument with true premises.
Logic & Reasoning.
Chapter 1: Good and Bad Reasoning
Critical Thinking Lecture 1 What is Critical Thinking?
Usage Guidelines for Jeopardy PowerPoint Game
Inductive / Deductive reasoning
Gettier and the analysis of knowledge
Chapter 3 Philosophy: Questions and theories
Evaluating truth tables
3 Logic The Study of What’s True or False or Somewhere in Between.
Meta-Ethics Objectives:
Validity and Soundness
Premise: If it’s a school day, then I have Geometry class.
Logic & Reasoning.
Introduction to Philosophy Lecture 1b What is Philosophy? (part 2)
6.4 Truth Tables for Arguments
“Still I Look to Find a Reason to Believe”
SUMMARY Logic and Reasoning.
TODAY’S OBJECTIVE: Standard: MM1G2
TODAY’S OBJECTIVE: Standard: MM1G2
Propositional Logic 1) Introduction Copyright 2008, Scott Gray.
Evaluating Deductive 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:

ETHICS: The study of proper behavior, broadly construed. What is the good life? What duties do I have to myself and others? What does good moral reasoning look like?

Investigation requires a method One cannot answer a question without knowing how to answer it. Philosophy is neither anthropology nor psychology. It is an investigation into the underpinnings of human behavior. Are the practices we have justified? If so, how? How could we answer these questions?

Arguments 1. If we are in a class Dr. Rodgers teaches, we are in a philosophy class. 2. We are in a class Dr. Rodgers teaches. 3. Thus, we are in a philosophy class Premises – Evidence to support a conclusion. A Conclusion – What one seeks to establish In this argument, 1 and 2 are premises. The conclusion is 3. There is no maximum limit to the number of premises an argument may have, though there is a minimum. There must be at least one premise and one conclusion..

Parts of an Argument Propositions - Statements about the world. Propositions may be true or false. Ex. This is Houston Community College. Ex. This is Harvard University. Ex. You should not murder.

Normative and Descriptive Normative – How things should be Descriptive – How they are. Find out more at the PowerPoint Getting Started Center (Click the arrow when in Slide Show mode)

Normative v Descriptive Normative (Prescriptive) You should not lie You should not steal. You should study geometry. You shoudl not raise your arm. Descriptive People sometimes lie. People sometimes steal. Some people haven’t studied geometry. It hurts when I raise my arm.

Properties of an Argument Validity Validity is about structure. A deductively valid argument has a truth preserving structure. A deductively valid argument can have false premises. Validity is the low bar Soundness Soundness is about structure and content Sound arguments must be both valid and have all true premises Soundness is the high bar for having a cogent argument