Argument Analysis.

Slides:



Advertisements
Similar presentations
Deductive Validity In this tutorial you will learn how to determine whether deductive arguments are valid or invalid. Go to next slide.
Advertisements

Types of Arguments Inductive Argument: An argument in which the truth of the premises is supposed to prove that the conclusion is probably true. Strong.
1 Valid and Invalid arguments. 2 Definition of Argument Sequence of statements: Statement 1; Statement 2; Therefore, Statement 3. Statements 1 and 2 are.
1.4 Validity, Truth, Soundness, Strength and Cogency Goal: Learn the terms used to evaluate inductive and deductive arguments.
DEDUCTIVE REASONING We reason deductively when we draw a conclusion from a set of given facts using the laws of logic.
Critical Thinking: A User’s Manual Chapter 4 Diagramming Arguments.
Science Coursework - ISAs
Application of Ethical Reasoning
Transitioning to Ethical Reasoning. Larger Context  Why are we spending time during first week introducing you to ethical reasoning?  We can think about.
BIRDS FLY. is a bird Birds fly Tweety is a bird Tweety flies DEFEASIBLE NON-MONOTONIC PRESUMPTIVE?
That is a bear track A bear has passed this way. What is the nature of the transition from the first of these thoughts to the second? Is it DeductionInductionAbduction.
Philosophy 220 Corvino on the ‘Naturalness’ of Homosexuality.
Deduction and Induction
Inductive and Deductive Reasoning Geometry 1.0 – Students demonstrate understanding by identifying and giving examples of inductive and deductive reasoning.
J.R. Leon Chapter 2.3 Discovering Geometry - HGHS Physical models have many of the same features as the original object or activity they represent, but.
Chapter 6 Lecture Notes Working on Relevance. Chapter 6 Understanding Relevance: The second condition for cogency for an argument is the (R) condition.
DEDUCTIVE & INDUCTIVE ARGUMENTS
Basic Argumentation.
Causality, Reasoning in Research, and Why Science is Hard
Natural Law Theory and Homosexuality. NLT and Homosexuality  As Catholic social teaching exemplifies, homosexuality is frequently condemned by adherents.
Persuasion Deductive reasoning works from the more general to the more specific. Sometimes this is informally called a "top-down" approach. Inductive reasoning.
GLE Explore the concept of premises, including false premises. Intro to Logic.
Chapter 1-4: Properties Commutative Property: the order in which you add or multiply numbers does not change the sum or product Ex = * 8.
Logic and Philosophy Alan Hausman PART ONE Sentential Logic Sentential Logic.
0 Validity & Invalidity (Exercises) December 23, 2005.
Error, Accuracy, Precision, and Standard Deviation Notes.
Verifying Arguments MATH 102 Contemporary Math S. Rook.
Logic Review. FORMAT Format Part I 30 questions 2.5 marks each Total 30 x 2.5 = 75 marks Part II 10 questions Answer only 5 of them! Total 5 x 5 marks.
State All the Facts Gitta. Objectives Students will be able to define a fact as a statement that can be proved true or false. Students will define an.
4.8 Writing Equations from Patterns A very useful problem-solving strategy is look for a pattern. When you make a conclusion based on a pattern of examples,
Logic in Everyday Life.
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.
Algebra Problems… Solutions Algebra Problems… Solutions © 2007 Herbert I. Gross Set 10 By Herbert I. Gross and Richard A. Medeiros next.
Chapter 3: MAKING SENSE OF ARGUMENTS
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.
©2007 by The McGraw-Hill Companies, Inc. All rights reserved. Analyzing and Evaluating Inductive Arguments The aim of this tutorial is to help you learn.
BBI 3420 Critical Reading and Thinking Critical Reading Strategies: Identifying Arguments.
DEDUCTIVE VS. INDUCTIVE REASONING Section 1.1. PROBLEM SOLVING Logic – The science of correct reasoning. Reasoning – The drawing of inferences or conclusions.
Analysis and Evaluation Questions Setting Out Your Answer.
Spotting Fallacies. Fallacy Fallacies are those arguments which display errors in reasoning.
I think therefore I am - Rene Descartes. REASON (logic) It has been said that man is a rational animal. All my life I have been searching for evidence.
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.
Title Subtitle Name. Short Paper Title Framing Guiding Question; or Guiding Problem; or Exemplar Case.
Text Table of Contents #5: Evaluating the Argument.
1 Lesson 7: Arguments SOCI Thinking Critically about Social Issues Spring 2012.
Part One: Assessing the Inference, Deductive and Inductive Reasoning.
Types of Arguments Inductive Argument: An argument in which the truth of the premises is supposed to prove that the conclusion is probably true. Strong.
Deductive reasoning.
a valid argument with true premises.
ECONOMIC INDICATORS.
Inductive / Deductive reasoning
The Ontological Argument
3 Logic The Study of What’s True or False or Somewhere in Between.
Validity and Soundness
DEDUCTIVE vs. INDUCTIVE REASONING
The Ontological Argument
2.3 Apply Deductive Reasoning
Making Sense of Arguments
Concise Guide to Critical Thinking
Notes 2.3 Deductive Reasoning.
From Informal Fallacies to Formal Logic
TODAY’S OBJECTIVE: Standard: MM1G2
Patterns of Informal Non-Deductive Logic (Ch. 6)
ID1050– Quantitative & Qualitative Reasoning
Source-Based Question How to deal with many sources to answer a biased/controversial question Question/Statement: Eating stinky tofu makes a person an.
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:

Argument Analysis

Extended arguments Whether an argument is deductive or inductive, we can organize its premises and conclusion in a form of flowchart in order to understand their inferential relationship. In order to do this, we need to understand the content of each statement.

Methods 1. Use numerals to label various statements consecutively. 2. Use arrows to represent the inferential links. 3. Useless statements need not be labeled.

Vertical pattern Example 1. The HK Government must deal with the high unemployment rate. 2. High unemployment will cause serious crimes. 2 1

Horizontal pattern 2 3 4 1 Example 1. Gambling must be banned. 2 3 4 1 Example 1. Gambling must be banned. 2. Gambling encourages illegal activities. 3. Gamblers can become addictive. 4. There are more family disharmony in a gambling family.

Conjoint premises Example 1. Eliminating exam from our secondary schools must be coupled with an effort to ensure a fair continuous assessment. 2. Teachers have to evaluate the performance of students. 3. Without exam, teachers have no way to evaluate their students’ performance unless there is a fair continuous assessment of it.

Without (2), (3) by itself cannot support (1). (2) and (3) have to work together in order to support (1).

Conjoint premises 2 3 1

Multiple conclusions 1. Lacking interest and time are two of the primary causes of poor school performance. Therefore: 2. To improve school performance, we must ignite students’ interest. And 3. We must also give students enough time.

Multiple conclusion 1 1 2 3

Argument Exemplar 1 Government mandates for zero-emission vehicles won’t work because only electric cars qualify as zero-emission vehicles, and electric cars won’t sell. They are too expensive, their range of operation too limited, and recharging facilities are not generally available.

Argument Exemplar 2 (1) Eating meat cannot be immoral. First of all, (2) we cannot survive without eating meat. Second, (3) Humans have eaten meat for thousands of years, and (4) following what our ancestors did cannot be immoral. Third, (5) no one would say that a lion is immoral based on the fact that it eats other animals. Finally, (6) eating meat does not contribute to the world’s famine as some people argue. This is because (7) the world’s famine is caused by the poverty of developing countries, and (8) eating meat is not related to their poverty.

What is a good argument? Condition 1: The premises are true or highly plausible. Consider this argument: Homosexuality is unnatural. Therefore, it is immoral. If “natural” means “common among animals,” the premise is false because more than 1000 species have found to have homosexual behavior. If “natural” means “common among humans,” the premise is true. However, this will render the implicit premise false (see next slide).

Condition 2: The argument is deductively valid or inductively strong. The above argument is valid if we add this implicit premise: All unnatural behaviors are immoral. Given that “natural” means “common among humans,” this implicit premise is patently false. E.g.: Studying Latin is unnatural but no one thinks that it is immoral.

Condition 3: The premises are not question begging. i.e., The conclusion is not one of the premises. Compare this argument: Only clever people can see the King’s new coat because fools are not able to see it.