Class Date
Topics Covered
Homework Assignment
Week
1
Wednesday,
January 20
Course
Introduction; Syllabus Review
Section 1.3: Introduction to Logic
(Deductive Reasoning and Inductive Reasoning)
None
Friday, January 22
Class Canceled (Snow)
None
Week
#2
Monday,
January 25
Introduction to Symbolic Logic
None
Wednesday,
January 27
Section
1.3: Symbolic Logic
pg.
38: 5-9 (a-c for each problem)
Friday,
January 29
Section
1.3: Truth Tables
(Conjunctions and Disjunctions)
pg.
38-39: 11(a-e), 14, 15,16, 17
Week
#3
Monday,
February 1
Section
1.3: DeMorgan's Law,
Logically Equivalent Statements
Handout
Given in Class
(Click HERE to Access Handout)
Wednesday,
February 3
Section
1.5: Implications (The Conditional)
pg.
65-67: 4, 7, 20
Friday,
February 5
Section
1.5: Implications (Continued) Converse, Inverse and Contrapositive
26 (a, c), 27 (a, c)
Week
#4
Monday,
February 8
Section
1.6: Validity of Arguments
pg.
76: 1, 2, 6, 9 (a)
Wednesday,
February 10
Section
1.6: Validity of Arguments (Continued)
Handout
Given in Class
(Click HERE to Access Handout)
Friday,
February 12
Week
#5
Monday,
February 15
Class Canceled (Snow)
None
Wednesday,
February 17
Section
1.4: Predicates and Quantifiers
pg.
51-52: 5, 7, 8
Friday,
February 19
Section 1.4: Quantifiers and Venn Diagrams
Handout
Given in Class
(Click HERE to
Access Handout)
Week
#6
Monday,
February 22
Begin Review for Test #1
Practice
Test #1 Problems Here
(Click HERE to Access Handout)
Wednesday,
February 24
Finish Review for Test #1
pg.
51-52: 5, 7, 8
Friday, February 26
Test #1 (Logic-Chapter 1)
Week
#7
Monday, February 29
Class Cancelled (The Donald)
None
Wednesday,
March 2
Return Test #1
Education Discussion
Week
#8
Monday,
March 14
Section 3.1: Introduction to Sets and Set Notation
None
Wednesday,
March 16
Section
3.1: Introduction to Sets and Set Notation
(Set Builder Notation, Unions, and Intersections)
pg.
193-195: 1, 4, 5, 6, 8, 12(a, c)
Friday,
March 18
Section
3.1: Cardinality of Sets and Venn Diagrams
Handout
Given in Class
(Click HERE to Access
Handout)
Week
#9
Monday,
March 21
Section
2.1: Introduction to Proofs
pg.
96: 1 (a, c, e, g), 2 (a-d), 5 (a, b)
Prove: "
The sum of any two even integers is always even."
Wednesday,
March 23
Section
2.1: Introduction to Proofs (Con't)
pg.
97: 9 (a-c)
Friday,
March 25
Section
2.2: Indirect Proofs and Proving by Cases
Prove each statement:
1. If 
is even, then n is even. (HINT: Use an indirect proof).
2. For any integer n, 
is even.
Week
#10
Monday,
March 28
Section
2.2: Proving by Cases and Mod Notation
Review of All Proofs
Friday,
April 1
Section
2.3:
Week
#11
Monday,
April 4
Section
2.3:
Handout Given in Class
Practice Test #2 Review Given in Class
Wednesday,
April 6
Finish Review for Test #2
Review Practice Test #2
Friday, April 8
Test #2 (Proofs-Chapter 2 and Set Operations-Chapter 3)
Week
#12
Monday,
April 11
Section
7.1: Graph Theory
(Euler Graphs, Euler Paths, Hamilton Circuits, and Spanning Trees)
Review Test #2
Wednesday,
April 13
Section 7.2: Graph Theory (Con’t): Hamilton Circuits, Spanning Trees, Minimum Spanning Trees
(Click HERE to Access
Handout)
Friday,
April 15
Section
5.2: The Counting Principle
pg.
395: 1, 2 (a, c), 3, 9, 11
Week
#13
Monday,
April 18
Section 5.2: Permutations and Combinations
(Click HERE to Access
Handout)
Wednesday,
April 20
Section
6.1: Basic Probability
Pg.
446-447: 1 (a,c), 2 (a, b,c), 3 (a,c),
4 (a), 7 (a, c, e)
Friday,
April 22
Review for Test #3
Week
#14
Monday, April 25
Test #3
Wednesday,
April 27
Return Test #3
Begin Review for Final Exam
(Review of Tests 1 and 3)
Friday,
April 29
Finish Review for Final Exam
(Review of Test #2)
Monday, May 2
Final Exam (12:30-2:30pm)
Cumulative Final Exam