Introduction to Philosophy

Slides:



Advertisements
Similar presentations
Why We Are Supposed to Learn the Things We Learn in School.
Advertisements

Theories of Knowledge Knowledge is Justified-True-Belief Person, S, knows a proposition, y, iff: Y is true; S believes y; Y is justified for S. (Note:
Starter From what you learnt last lesson, summarise the Allegory of the Cave in 5 bullet points.
Knowledge & Truth Book V
Plato Philosophy Through the Centuries BRENT SILBY Unlimited (UPT)
PHILOSOPHY 101 Maymester 2007 Day 2 Logic and Knowledge.
1 Valid and Invalid arguments. 2 Definition of Argument Sequence of statements: Statement 1; Statement 2; Therefore, Statement 3. Statements 1 and 2 are.
Descartes’ rationalism
Chapter 1 Critical Thinking.
Greek Science PLATO & ARISTOTLE.
Plato BC The Republic Updated, 10/3/07.
Plato Theory of Forms.
(with subtle hints from the Matrix) The Allegory of the Cave.
Plato’s Republic Books VI & VII
1 Arguments in Philosophy Introduction to Philosophy.
Good Morning… Ms. Krall Room 347. First Things First… Are you in the right class? Are you in the right class? Welcome to Philosophy and Ethics! Welcome.
Knowledge & Faith Dr. Carl J. Wenning Department of Physics Illinois State University.
Socrates ( BCE) and Plato ( BCE). The Philosophy of Socrates “ The unexamined life is not worth living. ” Wisdom: knowing that you know.
Basic Argumentation.
Welcome to Philosophy and Ethics! Ms. Krall Room 347.
“One and the Many”: A Platonic Puzzle “One and the Many”: A Platonic Puzzle Lecture by Kyoo Lee.
Looking at the Roots of Philosophy
Wednesday 11 th September 2013 Empiricism and rationalism L.O We are learning how Plato’s concept of ‘the cave’ combines both the ideas of empiricism and.
1 Introduction.
 According to philosophical skepticism, we can’t have knowledge of the external world.
KNOWLEDGE What is it? How does it differ from belief? What is the relationship between knowledge and truth? These are the concerns of epistemology How.
Logic and Philosophy Alan Hausman PART ONE Sentential Logic Sentential Logic.
Why Study Philosophy? Finishing the Introduction.
Introduction to Philosophy Lecture 5 The Ontological Argument By David Kelsey.
Who Defined the Study of Philosophy and Logic? ________,___________,__________ These three philosophers form the basis of what is known as__________________.
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 7 The Problem of Skepticism and Knowledge
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.
Plato’s Theory of Forms, and the Sun, Line and Cave A falasafaz! presentation 1.
Greek Classical Philosophy “Western philosophy is just a series of footnotes to Plato.”
Introduction to Philosophy Lecture 5 The Ontological Argument By David Kelsey.
Logic and Persuasion AGED 520V. Logic and Persuasion Why do scientists need to know logic and persuasion? Scientists are writers and must persuade their.
Do Now  What does logos appeal to in an advertisement?  Give three examples.
Plato’s Theory of Forms. The idea of the Forms is illustrated in the Allegory of the Cave. Plato believed true reality existed beyond normal perceptions.
PHIL 2525 Contemporary Moral Issues Lec 2 Arguments are among us…
Answer the following question: All men are mortal. What does this tell us about Socrates? Why?
Allegory of the Cave. What is an Allegory? “A form of extended metaphor, in which objects, persons, and actions in a narrative, are equated with meanings.
Sentence (syntactically Independent grammatical unit) QuestionCommandStatement “This is a class in logic.” “I enjoy logic.” “Today is Friday.”
Lecture №1 Role of science in modern society. Role of science in modern society.
BC The Republic is one of Plato’s longer works (more than 450 pages in length). It is written in dialogue form (as are most of Plato’s books),
Philosophy An introduction. What is philosophy? Ancient Greek philosopher Aristotle said that philosophy is ‘the science which considers truth’
PLATO The Reality of Ideas 1. PLATO 427(?) BCE Lived about 200 years after Pythagoras. “Plato” means “the broad” – possibly his nickname. Son of.
How Powerful is Plato’s Influence according to Alfred North Whitehead “all philosophy is nothing more than a footnote to Plato.” Plato was a student of.
Plato’s Allegory of the Cave’. Plato’s Allegory of the Cave is a story written to explore the nature of knowledge and education, It is structured around.
Philosophy 1050: Introduction to Philosophy Week 5: Plato and arguments.
© 2009 McGraw-Hill Higher Education. All rights reserved.1 Chapters1 & 2.
Bertrand Russell ( ) From The Problems of Philosophy (1912)  Truth & Falsehood  Knowledge, Error, & Probable Opinion  The Limits of Philosophical.
PRESENTATİON ABOUT ARİSTOTLE
The philosophy of Ayn Rand…. Objectivism Ayn Rand is quoted as saying, “I had to originate a philosophical framework of my own, because my basic view.
Artificial Intelligence Logical Agents Chapter 7.
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.
Deductive reasoning.
Understanding Fallacy
Plato, Republic The Allegory of the Cave and Dialectic
Chapter 3 Philosophy: Questions and theories
Forms and the Good.
Philosophy Logic Lesson 1.
Validity and Soundness
How can I be sure I know something?
The meaning, association, or emotion that has come to be attached to a word is its connotation.
Inductive and Deductive Logic
Philosophy Sept 28th Objective Opener 10 minutes
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:

Introduction to Philosophy Lecture 2: Plato Logic and Arguments

Quiz A(n) ___________ argument is an argument which Is valid and which contains only true premises. A(n) ___________ argument is invalid if and only if it is necessary that if all the premises are true, then the conclusion is true. A(n) ___________ argument is a sound argument that is recognized to be such in virtue of the presentation of its structure. Cogent Sound Valid Identify the three metaphors from Plato that the authored discussed.

Plato

Three Metaphors The Sun The Divided Line The Cave

The Sun

The Argument I see something; how is this possible? We need: Some faculty that allows vision (eye and brain) An external object to see A source (light) that creates the conditions of vision This applies more or less to concepts and higher realities. For us to think about a square (a concept) we require: A faculty (soul) An external object (the concept of squareness) Something that grounds this thought (the Idea or Form of a square) The physical Sun is the grounds of observable reality The Good is the grounds of all incorporeal reality

The Divided Line Knowledge Understanding Belief Contemplative Reason Shadows/Phantasms The Forms Physical Objects Concepts

The Argument Follows from the discussion of the Sun metaphor… Some things we see are illusions and are the domain of opinion. Some things we see are accessible by all and considered real (in the sense of physical location), these are in the domain of belief. Some things we gain access to through critical thinking and logic (e.g., concepts, definitions, etc.) and these are the domain of logical analysis. Some things are only accessible by moving beyond the base matter or definition of something and perceiving its Form. These are in the domain of contemplative reason.

The Cave

The Journey We begin as people who see shadows of real things. We move to looking at the things casting the shadows. We move higher by looking for definitions and concepts of the objects we perceive. We exit the cave by looking for the abstract truth behind concepts. This is a progression from little or no truth/reality to the fullest and highest truth/reality. We perceive by virtue of our innate faculties (organs, souls) and the source of our perceptions (light, the Good) Moving from the lower stages to the higher stages… Is painful and uncomfortable Requires a guide and coach Gives deeper and richer clarity as one progresses

Bad Plato Plato’s political philosophy is often criticized because of his rather prejudiced perception of human ability in general. He proposed that people are born with a certain capacity for advancing out of the cave. A person would accept his/her social role according to whatever capacity they had for Reality. This leads to a deep-seated elitism and the invention of a “philosopher king” who rules authoritatively over the “lesser” humans.

Good Plato Deeply influential on primitive Christianity "The safest general characterization of the European philosophical tradition is that it consists of a series of footnotes to Plato” (A. N. Whitehead) The Matrix is more or less the allegory of the cave reworked for a modern technological era. Mumford and Sons – “the Cave”

Arguments An argument is a sequence of two or more propositions of which one is designated as the conclusion and all the others of which are premises. Proposition: a statement that expresses an opinion Premise: a statement (proposition) from which a conclusion is drawn Example All humans are mortals. Socrates is a human. _____________________ Therefore, Socrates is mortal. Premise 1 Premise 2 Conclusion

Valid Arguments An argument is valid if and only if it is necessary that if all the premises are true, then the conclusion is true. In English: For an argument to be valid its conclusion must follow from its premises. Examples I am an astronaut All astronauts have blonde hair --------------------- I have blonde hair Notice that the premises can be true or false, but so long as the premises entail the conclusion it is a valid argument. Entail: to involve something as a necessary or inevitable part or consequence.

Sound Arguments A sound argument is an argument which is valid and contains only true premises. Its conclusion must follow from its premises The premises must be proved to be true themselves. Consider the argument: All humans are mortal. Socrates is a human. ------------------------- Socrates is mortal For this argument to be sound it must be proven an accepted that (1) all humans are mortal and (2) that Socrates is a human. Because people disagree on what is true and untrue almost as a fact of human nature, a universally recognized sound argument is rare to come by.

Cogent Arguments A cogent argument is a sound argument that is recognized to be such in virtue of the presentation of its structure and content. The cogency of an argument depends on (1) the audience it is presented to and (2) the form the argument is presented in. Consider a sermon: A sermon can be considered an argument of sorts, they are intended to be persuasive, but sermons are rarely constructed as a set of premises and a conclusion. Someone who is un-churched might not be convinced by a sermon because they are not used to receiving new information this way. Therefore a sermon is not a cogent argument to this person, but it is (usually) cogent to the congregation. It is possible to distill most sermons into the form of a logical argument. If we did that, it is likely that un-churched people might recognize it as cogent (so long as they also agree it is sound). So it all depends on who your audience is and how you say it.