Day / activity	Date	Unit	Textbook Sec.	Topic	Assignment due	Videos by Nakia Rimmer
1	W01/14	1.1	1.1-1.3	Functions - refresher on graphing
2	F01/16	1.2	xxx	Units, proportionality and word problems
MLK Day
3	W01/21	1.3	3.11	Estimating and bounding	pre-hwk01	Linearization
4	F01/23	1.4	2.2-2.5, 4.5	Limits	hwk00	Limits 1 (probably also watch Limits 2)
						and definitely watch: L'Hopital's rule
5	M01/26	2.1	1.5-1.6	Computing with logs	pre-hwk02	Logarithmic functions
6	W01/28	2.2	xxx	Logarithmic relationships	hwk01
7	F01/30	2.3	7.4	Orders of growth		Orders of growth (Prof. Ghrist)
8	M02/02	3.1		Sums	pre-hwk03
9	W02/04	3.2	5.1-5.3	Riemann sums	hwk02	Riemann Sums and Sigma Notation
10	F02/06	3.3	8.7	Bounding and estimating integrals and sums	GW01
11	M02/09			catch-up/look-ahead day	pre-hwk04
12	W02/11	4.1	5.5-5.6	Refresher on substitutions	hwk03	5.6: many videos - watch as needed
13	F02/13	4.2	8.2	Integration by parts	GW02	Integration by parts
14	M02/16	5.1	8.8	Improper integrals and convergence	pre-hwk05	First 30 minutes of: Improper integrals
15	W02/18	5.2	8.9	Probability densities and applications	hwk04	Probability, Part 1
Exam I	R02/19
16	F02/20	5.3	8.8	Type II improper integrals		Remainder of: Improper integrals
17	M02/23	6.1	10.8	Taylor polynomials	pre-hwk06
18	W02/25	6.2	10.9	Taylor's Theorem with remainder	hwk05
19	F02/27			catch-up day
20	M03/02	7.1	10.2-10.6	Integral and alternation tests	pre-hwk07	Integral test
21	W03/04	7.2	10.7	Ratio and root tests	hwk06	Root test
22	F03/06	7.3	xxx	Power series	GW03
Spring break
23	M03/16	8.1	9.1	Differential equations intro + word problems	pre-hwk08
24	W03/18	8.2	9.1	Slope fields	hwk07
25	F03/20	8.3	9.1	Euler's method
26	M03/23	9.1	7.2	f' = k f and exponential trajectories	pre-hwk09
27	W03/25	9.2	7.2	Separable equations	hwk08	Separable equations
Exam II	R03/26
28	F03/27	9.3	xxx	Blowups
29	M03/30	9.4	9.2	First order eqs and integrating factors	GW04	First order linear equations, part 1
30	W04/01	9.4	9.2	catch-up day/in-class workday
31	F04/03	10.1	14.1	Multivariate functions, graphs, contours	hwk09	Functions of several variables
32	M04/06	10.2	15.1	Double integrals over rectangles	pre-hwk10	Double integrals over general regions
33	W04/08	10.3	15.2	Double integrals over general regions	none	Interchanging limits of integration
34	F04/10	10.4	xxx	Spatial totals, averages, probabilities
35	M04/13	11.1	14.3	Partial derivatives / increment theorem	pre-hwk11	Partial derivatives
36	W04/15	11.2	14.4	MV chain rule	hwk10
37	F04/17	11.3	xxx	Implicit differentiation and level curves		Multivariate chain rule
38	M04/20	11.4	xxx	Applications	pre-hwk12
39	W04/22	12.1	12.2, 12.3	Vectors	hwk11
Exam III	R04/23
40	F04/24	12.2	14.5	Gradients		Gradients
41	M04/27	12.3	4.6, 14.7	Optimization		Extreme values and saddle points
42	W04/29	12.4	14.8	Optimization over a region	hwk12	Optimization in two variables
Final Exam	M05/11