Math 120 – Winter Term

Assignments are due on Tuesday, by 22:00.

	Date	Topic	Book	Homework	Practice Problems
Jan.	9	Definition of the integral
	11	Properties of Integrals	§5.2		41, 43, 47, 53
	12	Fundamental Theorem of Calculus I	§5.3		3, 7, 9, 17
	16	Fundamental Theorem of Calculus II	§5.3	H13	19, 33, 41, 43
	18	Cardinality		A13
	19	Riemann sums and finding the integral
	23	More finding the integral		H14
	25	Indefinite integrals and substitution	§5.5	A14	7, 27, 51, 67
	26	Integration by Parts	§7.1		7, 13, 23, 33
	30	More Integration by Parts		H15
Feb.	1	Using Identities	§7.2	A15	5, 11, 31
	2	Partial Fractions	§7.4		1, 3, 19, 33
	6	Improper Integrals	§7.8	H16	11, 21, 27, 33
	8	More Improper Integrals		A16
	9	In-class exam #3
	13	Volume	§6.2–§6.3	H17	§6.2: 17, 19, 23
	15	Probability	§8.5	A17	1, 3, 7, 19
	16	Work	§6.4		1, 14, 19
	20
	22	Reading Week
	23
	27	Parametric Curves	§10.1	H18	5, 9, 25, 33
Mar.	1	Arclengths	§8.1	A18
	2	Sequences	§11.1		9, 13, 25, 43
	6	More Sequences	§11.1	H19	51, 63, 65, 69
	8	Series	§11.2	A19	9, 11, 17, 19
	9	Integral Test	§11.3		7, 11, 21, 23
	13	Comparison Test	§11.4	H20	5, 15, 17, 29
	15	Limit Comparison	§11.4	A20
	16	In-class exam #4
	20	Ratio Test	§11.6	H21	5, 13, 17, 21
	22	Alternating Series	§11.5	A21	5, 7, 11, 19
	23	Rearrangement of series
	27	Power Series	§11.9	H22	5, 7, 11
	29	Convergence of Power Series	§11.9	A22	13, 17, 21, 23
	30	Taylor Series	§11.10		13, 33, 47, 55
Apr.	3	Finding Taylor Series	§11.10	H23
	5	Taylor's theorem		A23
	6	Some applications of Taylor series
	10			H24

	12			A24

Math 120 — Differential and Integral Calculus