Math 52 Autumn 2004 Class Schedule

Homework Assignments

Important Note: This schedule is only tentative, and may be adjusted as necessary.

September

Monday Tuesday Wednesday Thursday Friday
27

Introduction / Overview of the course

28

Section 14.1

Double Integrals

29

Section 14.1

Double Integrals over Rectangles

30

Section 14.2

Double Integrals over General Regions

October

Monday Tuesday Wednesday Thursday Friday
1

Sections 14.1, 14.2

Examples

4

14.3

Computing Area and Volume

5

14.3

Practice with Area/Volume Integrals

6

14.4

Double Integrals in Polar Coordinates

HW 1 due

7

14.4

Polar Coordinates Continued

8

14.5

Applications to Physics I

11

14.5

Finish Applications of Double Integrals

12

14.6

Introduction to Triple Integrals

13

14.7

Cylindrical and Spherical Coordinates

HW 2 due

14

14.6/14.7

Examples of Triple Integrals

15

14.8

Surface Area

18

14.8

Examples of Surface Area

HW 3 due

19

Chapter 14

Review for Midterm

20

Chapter 14

More Review

Evening Midterm I

21

14.9

Begin Change of Variables

22

14.9

Change of Variables in 2 dimensions

25

Section 14.9

Change of Variables in 3-dimensions

26

Section 14.9

Examples

HW 4 due

27

In-Class Quiz on Change of Variables

28

Section 15.1

Vector Fields

29

Section 15.2

Line Integrals

November

Monday Tuesday Wednesday Thursday Friday
1

Sections 15.1/15.2

Examples

2

Section 15.3

Independence of Path

HW 5 due

3

Section 15.3

Examples: Conservative Vector Fields

4

Section 15.4

Introduction to Green's Theorem

5

Section 15.4

Computing Integrals with Green's Theorem

8

Section 15.4

Divergence and Flux in Vector Fields

9

Section 15.5

Surface Integrals

HW 6 due

10

Section 15.5

Examples of Surface Integrals

11

Section 15.5

Flux and Surface Integrals

12

15.6

Statement of the Divergence Theorem

15

15.6

Examples using the Divergence Theorem

16

15.6

A Proof of the Divergence Theorem

HW 7 due

17

Chapter 15

Review for Midterm

18

Chapter 15

Review for Midterm

Evening Midterm II

19

Chapter 15

Themes in Vector Integral Calculus

22

15.7

Statement of Stokes' Theorem

23

15.7

Integrals using Stokes' Theorem

24

15.7

More Examples

25

No Class Thanksgiving Recess

26

No Class Thanksgiving Recess

29

15.7

A Proof Sketch of Stokes' Theorem

30

15.7

Building Intuition for Vector Calculus

HW 8 due

December

Monday Tuesday Wednesday Thursday Friday
1

Section 15.7

Applications of Stokes' Theorem

2

Section 15.7

Beyond Integral Calculus in 3-dimensions

3

Exam Review

6

FINAL EXAM

7-10 p.m. Location: TBA
7 8 9 10

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