Math 0240 Schedule - Spring 2026

Math 0240 Schedule and Practice Problems

Below is the schedule of topics and associated textbook sections accompanied by sets of highly recommended practice problems from Essential Calculus, Early Transcendentals, Second Edition (ed 2) by James Stewart for MATH 0240: Analytic Geometry and Calculus 3. Relevant problems from the First Edition (ed 1) of the text are also listed for your convenience. Exam dates are indicated on the schedule, including the departmental final exam given to all students enrolled in daytime sections.

Date	Topic	Practice Problems
Monday, Jan 12	Vectors	ed 1: 10.2 #2, 5-29 ed 2: 10.2 #2, 5-30, 33-37
Wednesday, Jan 14	The Dot Product	ed 1: 10.3 #3-8, 12-34 ed 2: 10.3 #2-10, 14-39
Friday, Jan 16	The Cross Product	ed 1: 10.4 #1-9, 13-16, 21-37 ed 2: 10.4 #1-9, 13, 17-20, 25-41
Monday, Jan 19	NO CLASS	Dr. Martin Luther King's Birthday Observance
Wednesday, Jan 21	Eq. of Lines and Planes	ed 1: 10.5 #1-41, 45-50 ed 2: 10.5 #1-43, 47-52
Friday, Jan 23	Cylinders and Quadric Surfaces	ed 1 & 2: 10.6 #3-8, 11-30
Monday, Jan 26	Vector Functions & Space Curves	ed 1 & 2: 10.7 #3-22, 33-52
Wednesday, Jan 28	Arc Length and Curvature	ed 1: 10.8 #1-4, 7-8, 11-19, 21-25, 33-38 ed 2: 10.8 #1-4, 9-10, 13-21, 23-27, 37-40
Friday, Jan 30	Motion in Space	ed 1 & 2: 10.9 #1-25
Monday, Feb 2	Kepler's Laws	ed 1 & 2: 10.9 #1-25
Wednesday, Feb 4	Functions of several variables	ed 1 & 2: 11.1 #1-11 odd, 13-35, 41-50
Friday, Feb 6	Partial derivatives	ed 1: 11.3 #1-60 ed 2: 11.3 #1-64
Monday, Feb 9	Tangent planes & linearization	ed 1: 11.4 #1-6, 11-32 ed 2: 11.4 #1-6, 11-34
Wednesday, Feb 11	Chain rule	ed 1 & 2: 11.5 #1-30
Friday, Feb 13	Directional Deriv. & Gradient Vector	ed 1: 11.6 #1-34 ed 2: 11.6 #1-36
Monday, Feb 16	Maximum and Minimum Values	ed 1 & 2: 11.7 #1-28
Wednesday, Feb 18	Lagrange multipliers	ed 1: 11.8 #1-17, 25-37 odd, 38-40 ed 2: 11.8 #1-19, 29-39 odd, 42-44
Friday, Feb 20	Review	—
Monday, Feb 23	EXAM 1	Chapters 10 & 11
Wednesday, Feb 25	Double integrals (rectangles)	ed 1: 12.1 #7-34 ed 2: 12.1 #7-26, 29-35
Friday, Feb 27	Double integrals (gen regions)	ed 1: 12.2 #1-28, 37-42 ed 2: 12.2 #1-12, 15-32, 43-48
Monday, Mar 2	Double integrals in polar	ed 1 & 2: 12.3 #1-26
Wednesday, Mar 4	Apps of double integrals	ed 1: 12.4 #1-14 ed 2: 12.4 #1-16
Friday, Mar 6	Triple integrals	ed 1: 12.5 #1-20, 23-40 ed 2: 12.5 #1-20, 23-42
Mar 9 – Mar 13	NO CLASS	Spring Recess & Spring Holiday
Monday, Mar 16	Triple integrals (cylindrical)	ed 1: 12.6 #1-23, 25-28 ed 2: 12.6 #1-25, 28-30
Wednesday, Mar 18	Triple integrals (spherical)	ed 1: 12.7 #1-27, 35-36 ed 2: 12.7 #1-27, 37-39
Friday, Mar 20	Change of var. (mult integrals)	ed 1: 12.8 #1-22 ed 2: 12.8 #1-10, 15-21, 23-26
Monday, Mar 23	Vector fields	ed 1 & 2: 13.1 #1-32
Wednesday, Mar 25	Line integrals	ed 1: 13.2 #1-24, 33-37 ed 2: 13.2 #1-22, 37-40, 43
Friday, Mar 27	Fund. Thm. of Line Integrals	ed 1 & 2: 13.3 #1-22
Monday, Mar 30	Green's Theorem	ed 1 & 2: 13.4 #1-21
Wednesday, Apr 1	Green's Theorem (cont) / Review	—
Friday, Apr 3	EXAM 2	Chapter 12 & 13.1-13.4
Monday, Apr 6	Curl and divergence	ed 1 & 2: 13.5 #1-30
Wednesday, Apr 8	Parametric surfaces & area	ed 1: 13.6 #1-4, 15-22, 29-44 ed 2: 13.6 #1-4, 15-22, 29-44, 46
Friday, Apr 10	Surface Integrals and Flux	ed 1: 13.7 #1-27 ed 2: 13.7 #1-31
Monday, Apr 13	Stokes' Theorem	ed 1: 13.8 #1-15 ed 2: 13.8 #1-17
Wednesday, Apr 15	Stokes' Theorem (cont)	—
Friday, Apr 17	Divergence Theorem	ed 1 & 2: 13.9 #1-30
Monday, Apr 20	Divergence Theorem (cont)	—
Wednesday, Apr 22	Review	—
Friday, Apr 24	Review	Last day of undergraduate day classes
Friday, May 1	DEPARTMENTAL FINAL EXAM	8:00 AM – 9:50 AM. Location TBA.

Date

Topic

Practice Problems

Monday, Jan 12

Vectors

ed 1: 10.2 #2, 5-29
ed 2: 10.2 #2, 5-30, 33-37

Wednesday, Jan 14

The Dot Product

ed 1: 10.3 #3-8, 12-34
ed 2: 10.3 #2-10, 14-39

Friday, Jan 16

The Cross Product

ed 1: 10.4 #1-9, 13-16, 21-37
ed 2: 10.4 #1-9, 13, 17-20, 25-41

Monday, Jan 19

NO CLASS

Dr. Martin Luther King's Birthday Observance

Wednesday, Jan 21

Eq. of Lines and Planes

ed 1: 10.5 #1-41, 45-50
ed 2: 10.5 #1-43, 47-52

Friday, Jan 23

Cylinders and Quadric Surfaces

ed 1 & 2: 10.6 #3-8, 11-30

Monday, Jan 26

Vector Functions & Space Curves

ed 1 & 2: 10.7 #3-22, 33-52

Wednesday, Jan 28

Arc Length and Curvature

ed 1: 10.8 #1-4, 7-8, 11-19, 21-25, 33-38
ed 2: 10.8 #1-4, 9-10, 13-21, 23-27, 37-40

Friday, Jan 30

Motion in Space

ed 1 & 2: 10.9 #1-25

Monday, Feb 2

Kepler's Laws

ed 1 & 2: 10.9 #1-25

Wednesday, Feb 4

Functions of several variables

ed 1 & 2: 11.1 #1-11 odd, 13-35, 41-50

Friday, Feb 6

Partial derivatives

ed 1: 11.3 #1-60
ed 2: 11.3 #1-64

Monday, Feb 9

Tangent planes & linearization

ed 1: 11.4 #1-6, 11-32
ed 2: 11.4 #1-6, 11-34

Wednesday, Feb 11

Chain rule

ed 1 & 2: 11.5 #1-30

Friday, Feb 13

Directional Deriv. & Gradient Vector

ed 1: 11.6 #1-34
ed 2: 11.6 #1-36

Monday, Feb 16

Maximum and Minimum Values

ed 1 & 2: 11.7 #1-28

Wednesday, Feb 18

Lagrange multipliers

ed 1: 11.8 #1-17, 25-37 odd, 38-40
ed 2: 11.8 #1-19, 29-39 odd, 42-44

Friday, Feb 20

Review

—

Monday, Feb 23

EXAM 1

Chapters 10 & 11

Wednesday, Feb 25

Double integrals (rectangles)

ed 1: 12.1 #7-34
ed 2: 12.1 #7-26, 29-35

Friday, Feb 27

Double integrals (gen regions)

ed 1: 12.2 #1-28, 37-42
ed 2: 12.2 #1-12, 15-32, 43-48

Monday, Mar 2

Double integrals in polar

ed 1 & 2: 12.3 #1-26

Wednesday, Mar 4

Apps of double integrals

ed 1: 12.4 #1-14
ed 2: 12.4 #1-16

Friday, Mar 6

Triple integrals

ed 1: 12.5 #1-20, 23-40
ed 2: 12.5 #1-20, 23-42

Mar 9 – Mar 13

NO CLASS

Spring Recess & Spring Holiday

Monday, Mar 16

Triple integrals (cylindrical)

ed 1: 12.6 #1-23, 25-28
ed 2: 12.6 #1-25, 28-30

Wednesday, Mar 18

Triple integrals (spherical)

ed 1: 12.7 #1-27, 35-36
ed 2: 12.7 #1-27, 37-39

Friday, Mar 20

Change of var. (mult integrals)

ed 1: 12.8 #1-22
ed 2: 12.8 #1-10, 15-21, 23-26

Monday, Mar 23

Vector fields

ed 1 & 2: 13.1 #1-32

Wednesday, Mar 25

Line integrals

ed 1: 13.2 #1-24, 33-37
ed 2: 13.2 #1-22, 37-40, 43

Friday, Mar 27

Fund. Thm. of Line Integrals

ed 1 & 2: 13.3 #1-22

Monday, Mar 30

Green's Theorem

ed 1 & 2: 13.4 #1-21

Wednesday, Apr 1

Green's Theorem (cont) / Review

—

Friday, Apr 3

EXAM 2

Chapter 12 & 13.1-13.4

Monday, Apr 6

Curl and divergence

ed 1 & 2: 13.5 #1-30

Wednesday, Apr 8

Parametric surfaces & area

ed 1: 13.6 #1-4, 15-22, 29-44
ed 2: 13.6 #1-4, 15-22, 29-44, 46

Friday, Apr 10

Surface Integrals and Flux

ed 1: 13.7 #1-27
ed 2: 13.7 #1-31

Monday, Apr 13

Stokes' Theorem

ed 1: 13.8 #1-15
ed 2: 13.8 #1-17

Wednesday, Apr 15

Stokes' Theorem (cont)

—

Friday, Apr 17

Divergence Theorem

ed 1 & 2: 13.9 #1-30

Monday, Apr 20

Divergence Theorem (cont)

—

Wednesday, Apr 22

Review

—

Friday, Apr 24

Review

Last day of undergraduate day classes

Friday, May 1

DEPARTMENTAL FINAL EXAM

8:00 AM – 9:50 AM. Location TBA.