Date
 Topic
 Required Reading
 Notes
 Assignments Out
 Slides

1/13 
Propositions, truth tables 
2.1 



1/15 
Conditional statements 
2.2 

Homework 1, due 1/25 

1/18 
MLK Day 




1/20 
Valid and invalid arguments 
2.3 



1/22 
Snow day 




1/25 
Propositional logic proofs 


Homework 2, due 1/29 

1/27 
Conditional worlds 


Read two articles above 

1/29 
More conditional worlds, practice 


Homework 3, due 2/3 

2/1 
Quantifiers 
3.1 



2/3 
Negations of quantified statements 
3.2 



2/5 
Multiple quantifiers 
3.3 

Homework 4, due 2/10 

2/8 
Rules of inference for quantified statements 
3.4 



2/10 
Proofs with quantified statements 




2/12 
Language of informal proofs, even and odd 
4.1 

Homework 5, due 2/17 

2/15 
More proofs with even and odd 




2/17 
Definitions of rational and divides 
4.2, 4.3 



2/19 
More divides, unique prime factorization theorem 
4.3 

Homework 6, due 2/24 

2/22 
Quotientremainder theorem 
4.4 



2/24 
Proof by contradiction and contraposition 
4.5 



2/26 
Chapter 4 wrapup; review 
4.6 



2/29 
Sequences and series 
5.1 



3/2 
Induction I 
5.2 

Homework 7, due 3/16 

3/4 
(Prof away at conference) 




3/7 
Spring break 




3/9 
Spring break 




3/11 
Spring break 




3/14 
Induction II 
5.3 



3/16 
Strong induction I 
5.4 



3/18 
Strong induction II 
5.5 



3/21 
Induction practice 


Homework 8, due 3/28 

3/23 
Sets I 
6.1 



3/25 
Easter break 




3/28 
Sets II 
6.2 



3/30 
Sets III 
6.3 



4/1 
Sets catchup 


Homework 9, due 4/6 

4/4 
Functions 
7.1 



4/6 
11 and onto 
7.2 



4/8 
Function composition 
7.3 



4/11 
Catchup and test review 




4/13 
Intro to counting and probability 
9.1 



4/15 
Multiplication rule 
9.2 



4/18 
Addition rule 
9.3 

Homework 10, due 4/22 

4/20 
Combinations 
9.5 



4/22 
Finish combinations, start pigeonhole principle 
9.4 



4/25 
Finish pigeonhole principle 


Homework 11, due 4/29 at 5pm 

4/27 
Relations 
8.18.3 



4/29 
URCAS 



