Logical Reasoning
Overview
- The Nature of Logic and Philosophical Argument
- Types of Argument – Inductive and Deductive
- Validity and Soundness
- Practice with Valid and Invalid Deductive Arguments
- Types of Statements
- Universal
- Existential
- Singular
- Natural Language Translations
- Truth functional connectives
- Quantification
- Logical forms and substitution instances of these forms
- Logical Properties and Relations
- Truth tables
- Consistency
- Validity
- Equivalence
- Tautology
- Contingency
- Implication
- Formal Logical Methods
- Formal deduction for propositional logic
- direct proof
- indirect proof
- conditional proof
- Formal deduction for predicate logic
- universal instantiation and elimination
- existential instantiation and elimination
- Premise-free proofs for tautologies
- Inductive Arguments (optional)
- Inductive generalizations
- Inductive analogy
- Statistical syllogisms
- Hypotheses about causes, and scientific reasoning
The course will employ a variety of instructional methods to accomplish its objectives, including some of the following:
There will be two hours of lectures each week, with time allowed for questions; there will also be two hours of discussion of the exercises and assignments. Emphasis will be upon obtaining a working knowledge of most of the topics covered
Evaluation will be based upon course objectives and will be carried out in accordance with Douglas College policy. The instructor will provide a written course outline with specific evaluation criteria at the beginning of the semester.
Any possible combination of the following which equals 100%:
(No one evaluation component within each category may exceed 40%)
Percent Range | Examples | |
Midterm tests | 20% - 60% | Two 20% tests 40% |
Quizzes and short assignments | 0% - 40% | Ten 2% quizzes 20% |
Final exam | 20% - 40% | Final exam 30% |
Instructor's general evaluation (may include attendance, class participation, group work, homework, etc.) |
0% - 20% | Attendance/ participation 10% |
Total | 100% |
Successful students will be able to:
- Distinguish the basic elements of arguments and recognize the different types of arguments.
- Symbolize natural language statements in the language of propositional and predicate logic.
- Identify logical relations among statements; and analyze logically complex statements into their truth- functional or quantificational components.
- Distinguish valid deductive arguments from invalid ones.
- Use truth tables and formal proofs to analyze the logic of arguments and to assess their adequacy.
Texts will be updated periodically. Typical examples are:
Copi, Irving & Cohen, Carl. (2005). Introduction to Logic (12th ed.). New York: Prentice Hall.
Herrick, Paul (2013). Introduction to Logic. New York: Oxford University Press.
Requisites
Course Guidelines
Course Guidelines for previous years are viewable by selecting the version desired. If you took this course and do not see a listing for the starting semester / year of the course, consider the previous version as the applicable version.
Course Transfers
These are for current course guidelines only. For a full list of archived courses please see https://www.bctransferguide.ca
Institution | Transfer Details for PHIL 2201 |
---|---|
Capilano University (CAPU) | CAPU PHIL 110 (3) |
Kwantlen Polytechnic University (KPU) | KPU PHIL 1150 (3) |
Langara College (LANG) | LANG PHIL 1102 (3) |
Simon Fraser University (SFU) | SFU PHIL 110 (3) |
Thompson Rivers University (TRU) | TRU PHIL 2220 (3) |
Trinity Western University (TWU) | TWU PHIL 103 (3) |
University of British Columbia - Okanagan (UBCO) | UBCO PHIL_O 125 (3) |
University of British Columbia - Vancouver (UBCV) | UBCV PHIL_V 125 (3) |
University of Northern BC (UNBC) | UNBC PHIL 2XX (3) |
University of the Fraser Valley (UFV) | UFV PHIL 100 (3) or UFV PHIL 300 (3) |
University of Victoria (UVIC) | UVIC PHIL 2XX (1.5) |
Vancouver Island University (VIU) | VIU PHIL 2nd (3) |
Course Offerings
Winter 2025
CRN | Days | Instructor | Status | More details |
---|---|---|---|---|
CRN
15035
|
Tue Thu | Instructor Last Name
Cutler
Instructor First Name
Darcy
|
Course Status
Open
|