PHIL 110 Logic and Critical Thinking

Dr. Renée Smith

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Smith's Supplemental Materials for Hurley [Ch 1] [Ch 3] [Ch 6] [Ch 7] [Ch 8] [Ch 9]

Getting Started


Spring 2012 Syllabus
Instructions for Registering on Aplia
Responsibilitites of Logic Students (.doc)
Suggestions for learning logic/managing your time (.doc)

Things to do:

  • Buy the code (on a card) to access the ebook and homework site at the bookstore.
  • Register on Aplia.com (www) using the code from my syllabus AND the code that came with your book.
  • The Pretest on Blackboard will be available the first week of classes.
  • Start Chapter 1! Read section 1.1 of the ebook on Aplia.com.

Overview

For this course, you will need to purchase the code at the bookstore to get the ebook of Hurley, A Concise Introduction to Logic, 11th edition. This code together with the code I provide on the syllabus will allow you to create an account on Aplia.com where you will do all of the homework and be able to access the ebook. Yyou must also purchase the activity packet from the bookstore. This includes the examples and worksheets we will use in class. This packet is also available on this Blackboard Learn (BL), but it is 80 pages or so long and I would recommend buying it rather than printing it.

Traditional students:

Reading: For each class meeting, there is an assigned section of the ebook to read on Aplia.com. You must read this before class. There may be short in-class quizzes on the assigned reading. You should get in the habit of taking notes as you read.

Homework: For each section of the ebook that is assigned, there is also a corresponding homework assignment on Aplia. I would like you to as least look at the questions on the homework before coming to class. Once you start doing the homework, you will be allowed three attempts on each question (though the second and third attempts will change the questions!). Your grade on each assignment will be an average of all attempts. Each assignment will be weighted equally even though some assignments are longer than others.

Exams: There will be five in-class exams.I will provide you with a practice exam prior to the exam. Make-up exams will only be provided in the most extreme of circumstances.

Pretest and Posttest: To assess student learning in this course, you will complete a short pretest and posttest on BL. Simply taking these two assessments, would count as 10% of your course grade.

Attendance: Attendance is required AND you will do exceptionally better in the class if you attend!

Blackboard Learn: On BL you will find the pretest and posttest. I have also posted all of the PPTs I use in class as well as audio versions of the PPTs that you can listen to!

Distance students:

A distance section of the course is not currently available.

General directions:

1. Read the assigned section of the ebook.
2. Look at the questions at the end of the section.
3. Look at the homework on Aplia, and make one attempt on the homework.
4.Come to class with your reading notes and the Activities booklet.
5. Review the etext and tutorials if necessary.
6. Complete the homework before the next class meeting!You may do the homework as three times prior to its due date and the average of all of your attempts will be recorded!
7. Read the next assigned section of the ebook for the next class meeting.


Ch 1 Basic Concepts

1.1 Arguments, Premises, and Conclusions PPT Handout (pdf) PPT Lecture
1.2 Recognizing Arguments PPT Handout (pdf) PPT Lecture
1.3 Inductive and Deductive Arguments PPT Handout (pdf) PPT Lecture
1.4 Validity, Soundness, Cogency
PPT Handout (pdf) PPT Lecture
  Practice Exam 1  
Ch 3 Informal Fallacies    
3.1-3.2 Informal Fallacies PPT Handout (pdf) PPT Lecture
3.3 Informal Fallacies PPT Handout (pdf) PPT Lecture
3.4 Informal Fallacies
PPT Handout (pdf) PPT Lecture
  Practice Exam 2  
Ch 6 Propositional Logic    

6.1 Symbols and Translations

PPT Handout (pdf)

PPT Lecture

Translations

More

6.2 Truth Functions PPT Handout (pdf)

PPT Lecture

Demo 1

6.3 Truth Tables for Propositions PPT Handout (pdf) PPT Lecture

Demo 1
6.4 Truth Tables for Arguments PPT Handout (pdf) PPT Lecture
6.5 Indirect Truth Tables PPT Handout (pdf) PPT Lecture
6.6 Arguments Forms PPT Handout (pdf)

PPT Lecture

Demo 1

Demo 2

  Practice Exam Ch 6  
Ch 7 Natural Deduction    

 

7.1 Rules of Implication I

PPT Handout

PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4

7.2 Rules of Implication II PPT Handout PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4
7.3 Rules of Replacement I PPT Handout PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4

7.4 Rules of Replacement II
PPT Handout PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4
  Practice Exam 4  
7.5 Conditional Proof PPT Handout

PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4

Demo 5

7.6 Indirect Proof PPT Handout PPT Lecture
Demo 1
Demo 2
Demo 3
Demo 4
  Practice Exam 5 Practice Exam Comments
Ch 8 Predicate Logic

8.1 Workbook Activities (doc)
8.1 Symbols and Translations (PPT)
8.1 Symbols and Translations (pdf)

8.2 Workbook Activities (doc)
8.2 Rules of Inference (PPT)
8.2 Rules of Inference (pdf)

Ch 9 Inductive Logic

9.1 Workbook Activities (doc)
9.1 Arguments from Analogy (PPT)
9.1 Arguments from Analogy (pdf)

9.2 Workbook Activities (doc)
9..2 Mill's Methods (PPT)
9.2 Mill's Methods (pdf)

9.3 Workbook Activites (doc)
9.3 Probablility (PPT)
9.3 Probablility (pdf)