Philosophy 21:
Introduction to Symbolic Logic
Section 2:
Tuesday and Thursday
Instructor: Ted Parent
Email: tparent@email.unc.edu
Phone: 962-3329
Office: Caldwell Hall 210B
Office Hours: Monday
Course Website: http://www.unc.edu/~tparent/phil21.html
“Logic is the study of methods and principles used to
distinguish correct reasoning from incorrect reasoning.”*
In this course we will learn the principles of deductive logic, which
attempts to distinguish deductively valid arguments from deductively
invalid arguments. This will mainly involve getting familiar with certain
mathematical formal systems that model deductive reasoning.
Text:
Bergmann, M. et al., The Logic Book, 4th
edition (with Student Solutions CD-ROM). McGraw Hill
2004.
Course Assignments:
(1) Short quiz on Jan 19 worth 10% of the final grade.
(2) There will be four longer quizzes scheduled throughout the semester (see below). At the end of the semester, your lowest grade among these four will be dropped—the remaining quizzes will each be worth 18.33 % of the final grade. Note that on the day of the quiz, you will first have a chance to ask me any lingering questions about the material.
(3) Final
exam on May 2 worth 35% of the final grade.
(4) Homework is due each Tuesday in class. Homework is a requirement for the course, rather than a constituent of the final grade. (They are meant to help you prepare for the quizzes and final exam.) It is graded on a pass/fail basis, where ‘pass’ reflects a “good faith” effort to complete the homework correctly. Failure to give a “good faith” effort on the homeworks can lower your final grade. N.B. All answers to the homework exercises will be posted on the course website (so you can self-check your work).
(5) Extra
credit can be earned by scoring points in “THE GAME” (see below).
If you are absent for a quiz, I will allow you ONE
opportunity for a make-up quiz.
*Copi and Cohen, Introduction
to Logic, 10th edition, Prentice-Hall 1998. p.
3.
Tentative Schedule
Jan.12 Intro to the
course; Validity and Soundness; Bergmann et al. Chapter 1
Jan 17
Chapter 1 (cont’)
Jan 19 Symbolization and Syntax of SL;
Chapter 2 Short Quiz on Intro Material
Jan 24 Chapter 2 (cont’)
Jan 26 Chapter 2 (cont’)
Jan 31 Chapter 2 (cont’)
Feb 2 Chapter 2 (cont’)
Feb 7 Semantics of SL;
Chapter 3
Feb 9 Chapter 3 (cont’)
Feb 14 Quiz on
Syntax/Semantics of SL
Feb 16 Derivations
in SL; Chapter 5
Feb 21 Chapter 5 (cont’)
Feb 23 Chapter 5 (cont’)
Feb 28 Chapter
5 (cont’)
Mar 2
Chapter 5 (cont’)
Mar 7
Mar 9 Symbolization and Syntax of PL; Chapter 7
Mar 14 &16 NO CLASS (Spring Break)
Mar
21 Chapter
7 (cont’)
Mar 23 Chapter
7 (cont’)
Mar 28 Chapter
7 (cont’)
Mar 30 Semantics of PL;
Chapter 8
Apr 4
Chapter 8 (cont’)
Apr 6 Chapter 8 (cont’)
Apr 11 Derivations
in PL; Chapter 10
Apr 13 Quiz on Syntax/Semantics of PL
Apr 18 Chapter 10 (cont’)
Apr 20 Chapter 10 (cont’)
Apr 25 Chapter 10 (cont’)
Apr 27 Quiz on Derivations in PL
Comprehensive Final Exam on May 2 at
Honor code:
The Chancellor has asked faculty to include the following statement in all
course syllabi.
The Honor Code prohibits lying,
cheating or stealing when these actions involve academic processes or
University, student or academic personnel acting in an official capacity.
The Campus Code requires students to conduct themselves in such ways as not to
impair the welfare or the educational opportunities of others in the University
community. As a UNC student, you have accepted a commitment to the Honor
Code and the Campus Code, and the principles of academic integrity, personal
honesty, and responsible citizenship on which they were founded more than 100
years ago.
Academic dishonesty in any form is unacceptable, because it circumvents the
purpose of the University’s life and work. As a faculty member, I have a
responsibility to report any possible Honor Code violations to the Student
Attorney General. I trust that you will join me in supporting the Honor
Code by signing the Honor Pledge on all written work, and by consulting me if
you are uncertain about your responsibilities within this course.
Instead of the usual Q and A sessions, we will be playing a
game when doing logic exercises in class. The Game begins when I say “The Game
begins.” During that time, we will be either working through homework
exercises, or example exercises in the book. I will call on people by going
through the class roster (in alphabetical order); when you are called on, you
have the choice either to “Play” or “Pass.”
If the player makes a mistake on the exercise, other students
have the opportunity to “steal” the extra credit. I will call on the first one
to raise their hand when a mistake is made. But I will not call on anyone before
it is clear that the player has made a genuine mistake (and not merely a
“typo”). Anyone raising their hand prior to that becomes ineligible for the
steal.
1pt. of extra credit is awarded to whoever finishes the
exercise correctly.