Date	Topic	Reading Assignment		Suggested Problems
Monday, January 17	Course Procedures and Policies Thought Experiment	*		**
Wednesday, January 19	Mathematical Statements	Note to the Student Chapter 0 Sections 1.2-1.5		Problems 1, 3.
Friday, January 21	Compound Statements Negation True or False?	Sections 1.6-1.8		Problem 6.
*
Monday, January 24	Methods of Proof	Sections 1.9-1.15		Problems 7, 8, 9.
Wednesday, January 26	Sets and Set Notation Subsets	Sections 2.1-2.2		2.2.2 Problem 1.
Friday, January 28	Set Operations	Section 2.3		Problems 2, 3.
*
Monday, January 31	The Algebra of Sets	Section 2.4 to bottom of pg. 48		2.4.5, 2.4.8, 2.4.9 (2.4.5(2) and 2.4.9(2) will be written up.)
Wed., February 2	The Algebra of Sets (cont.)	Rest of Section 2.4
riday, February 4	The Algebra of Sets (cont.)	*
*
Monday, February 7	The Power Set	Section 2.5		2.5.4, 2.5.5
Wednesday, February 9	The Power Set (cont.)	*		Write-ups due for 2.4.5(2) and 2.4.9(2) Problem 8 at the end of chapter 2 (part (c) will be written up.)
Friday, February 11	Introduction to Mathematical Induction	Section 3.1		*
*
Monday, February 14	Using Mathematical Induction	Section 3.2		3.2.2, 3.2.3, 3.2.4, 3.2.5, 3.2.6 Turn in write-up of problem 8(c) at the end of chapter 2. (Wednesday)
Wednesday, February 16	Using Mathematical Induction---cont. Introduction to Complete Induction	Section 3.3
Friday, February 18	Complete Induction			3.3.3. (3.3.2 and Putnam Problem will be written up.)
*
Monday, February 21	Finish Mathematical Induction	*		3.3.4
Wednesday, February 23	Relations	Section 4.1		Problem 4.1.10, and problems 2, 3, and 4 at the end of the chapter.
Friday, February 25	Introduction to Orderings---class work day.	Section 4.2 (through top of pg. 75.)		Write-ups due for 3.3.2 and the Putnam Problem
*
Monday, February 28	Orderings---maximal/minimal & greatest/least elements immediate predecessors/successors Introduction to the Least Upper Bound	Rest of section 4.2		4.2.14, 4.2.15, 4.2.18.
Wednesday, March 2	The Least Upper Bound Property	*		4.2.22. (to be written up 4.2.25 and 4.2.26)
Friday, March 4	From relations to sets and back---work day!	Section 4.3 (through pg. 81) .		4.3.8 and problems on pgs 80-81.
Spring Break
Monday, March  21	Equivalence relations---work day!!	Rest of section 4.3		Write-ups due for 4.2.25, 4.2.26. 4.3.15, 4.3.16, 4.3.17 (to be written up 4.3.20 and 4.3.21)
Wednesday, March 23	Work on 4.3.20 and 4.3.21 Equivalence Classes Takehome Midterm Distributed!	*		4.3.23
Friday, March 25	In-Class Midterm
*
Monday, March 28	Takehome Midterm Due Tuesday March 29 at 5 p.m! Defining functions	*		*
Wednesday, March 30	Functions---the basic ideas	Section 5.1		Work on exercises.
Friday, April 1	Functions---continued	*		5.1.13. Problems 1, 2a, and 4. (Problems 2bd, 3, and 5 will be written up.)
*
Monday, April 4	Composition and Inverses	Section 5.2		Group Problems: 5.2.3, 5.2.4 Everyone: 5.2.5. Write-ups due of 4.3.20 and 4.3.21
Wednesday, April 6	Composition and Inverses---cont. Images and Inverse images---Introduction	*		Group Problems: 5.2.7 and 5.2.10. (Theorem 5.2.9 will bewritten up.)
Friday, April 8	Inverse image of a set under a function.	Section 5.3		Group problems: 5.3.6.*
*
Monday, April 11	Finish image of a set under a function.	*		Group problems: 5.3.11, 5.3.12 and Problem #5ab. (Problems 9 and 15 will be written up)
Wednesday, April 13	Introduction to Cardinality and infinite sets Galileo's paradox.	Section 7.1		Write-ups due of problems 2bd, 3, and 5.
Friday, April 15	Cardinality and infinite sets	*		7.1.3, 7.1.5.
*
Monday, April 18	Cardinality and infinite sets (cont.)	Section 7.2		Read carefully for intuition. 7.2.3 (present in class)
Wednesday, April 20	Infinite sets Countable sets---general discussion	Section 7.3		7.2.6, and 7.2.7--may assume result of 7.2.5 Write-ups due of theorem 5.2.9 and problems 9 and 15 at end of chapter 5.
Friday, April 22	Countable sets---work day	Section 7.3---again!		Problems assigned in groups
*
Monday, April 25	Uncountable sets---discussion Cantor's diagonalization argument.	Section 7.4		*
Wednesday, April 27	Uncountable sets---cont.	Section 7.4---again!
Friday, April 29	Countable and Uncountable sets---class presentations begin!!!	*		*
*
Monday, May 2	Countable and Uncountable sets---class presentations	*		*
Wednesday, May 4	Countable and Uncountable sets---class presentations	*		*
Friday, May 6	Countable and Uncountable sets---class presentations Takehome Final Distributed!	*		*
Final Examination Tuesday, May 10 from 9:30-11:30 a.m. (Note: This is the scheduled time for the Period 6 courses)