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Syllabus

Textbook: Basic Multivariable Calculus by Marsden, Tromba, Weinstein.


#1 Monday 1/6

• Chapter 1, §§1 - 5:
Vectors; dot and cross products; lines and planes

#2 Wednesday 1/8

• Chapter 1, §6:
Curves in Euclidean space; tangent vectors and lines

#3 Friday 1/10

• Chapter 2, §§1, 2:
Graphs, level surfaces, partial derivatives and continuity

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#4 Monday 1/13

• Chapter 2, §3:
Differentiability, the derivative matrix, tangent planes

#5 Wednesday 1/15

• Chapter 2, §4:
The Chain Rule

#6 Friday 1/17

• Chapter 2, §5:
Gradients, Directional Derivatives

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#7 Tuesday 1/21 (x-hour, 12:00-12:50 or 1:00-1:50; no class Monday 1/20, MLK Day)

• Chapter 2, §6; Chapter 4, §1:
Implicit Differentiation, Curves and acceleration

#8 Wednesday 1/22

• Chapter 4, §2:
Arc length

Note: The first Hour-Exam is a week from today. Be sure to be up to date so that you have plenty of time for review.

#9 Friday 1/24

• Chapter 4, §3:
Vector Fields

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#10 Monday 1/27

• Chapter 4, §4:
Divergence and Curl

#11 Wednesday 1/29

• Chapter 4, §4; Chapter 5, §1:
Divergence and Curl / Volumes

Note: The first Hour-Exam is today, 3:30-4:45, in 101 Bradley. It covers material through class #9.

#12 Friday 1/31

• Chapter 5, §2:
Double Integrals and Riemann sums

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#13 Monday 2/3

• Chapter 5, §§2, 3:
Double Integral over rectangle

#14 Tuesday 2/4 (x-hour, 12:00-12:50 or 1:00-1:50; no class Friday 2/7, Winter Carnival)

• Chapter 5, §3:
Double integrals over other regions

#15 Wednesday 2/5

• Chapter 5, §4:
Triple Integrals

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#16 Monday 2/10

• Chapter 5, §5:
Change of variables (cylindrical and spherical coordinates)

#17 Wednesday 2/12

• Chapter 5, §5:
Change of variables (cylindrical and spherical coordinates)

Note: The second Hour-Exam is a week from today.

#18 Friday 2/14

• Chapter 6, §1:
Line Integrals

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#19 Monday 2/17

• Chapter 6, §1:
Line Integrals

#20 Wednesday 2/19

• Chapter 6, §2:
Parametrized surfaces

Note: The second Hour-Exam is today, 3:30-4:45, in 101 Bradley. It covers material through class #18.

#21 Friday 2/21

• Chapter 6, §3:
Area of a surface

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#22 Monday 2/24

• Chapter 6, §4:
Surface Integrals

#23 Wednesday 2/26

• Chapter 7, §1:
Green's Theorem

#24 Friday 2/28

• Chapter 7, §§1, 2:
Stokes' Theorem

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#25 Monday 3/3

• Chapter7, Chapter 7, §2:
Stokes' Theorem

#26 Wednesday 3/5

• Chapter 7, §3:
Gauss' Theorem

#27 Friday 3/7

• Wrapup

Note: The Registrar has scheduled the final exam for Wednesday, March 12 at 10:30 a.m. in 28 Silsby.

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Copyright © 2002 by C. Dwight Lahr