Below is a tentative daily schedule. It will be updated as we progress.

Lecture Date		Textbook sections	Description
Week 1	Wednesday, January 5	Sec. 1.1	Ordered sets, fields, rational and irrational numbers
Week 1	Friday, January 7	Sec. 1.2	Absolute value, triangle inequality, and arithmetic and geometric means

Week 2	Monday, January 10	Sec. 1.3	Bounded sets, intervals, supremum and infimum
	Wednesday, January 12	Sec. 1.3 (cont.)	Completeness axiom and Archimedean property
	Friday, January 14	Sec. 1.4	Countable and uncountable sets,

Week 3	Monday, January 17	Martin Luther King Jr. Day	No lecture
	Wednesday, January 19	2.1	Convergent sequences: epsilon-delta definition
	Thursday, January 18 (x-hour)	2.1 and 2.2	Convergent Monotone sequences
	Friday, January 21	2.2	Cauchy sequences

Week 4	Monday, January 24	2.3	Subsequences
	Wednesday, January 26	3.1	Limit of a function
	Friday, January 28	3.2	Continuity

Week 5	Monday, January 31	3.3	Intermediate and Extreme values
	Wednesday, February 2	3.3, 3.4	Intermediate and Extreme values, Uniform continuity
	Thursday, February 3 (x-hour)	3.4	Uniform continuity
	Friday, February 4	4.1	Derivatives and their properties

Week 6	Monday, February 7
	Wednesday, February 9	4.2	Mean Value Theorem
	Friday, February 11	5.1	Riemann Integral

Week 7	Monday, February 14	5.2	Conditions for Riemann integrability
	Wednesday, February 16	5.3	The Fundamental Theorem of Calculus
	Thursday, February 17 (x-hour)	6.1	Convergence of infinite series
	Friday, February 18	6.2	Comparison test

Week 8	Monday, February 21	6.3	Absolute convergence
	Wednesday, February 23	7.1	Sequences and series of functions, pointwise convergence
	Friday, February 25	7.1	Sequences and series of functions, pointwise convergence (continued)

Week 9	Monday, February 28	7.2	Uniform convergence
	Wednesday, March 2	7.3	Uniform Convergence and inherited properties
	Friday, March 4	7.4	Power series

Week 10	Monday, March 7	7.5	Taylor's Formula