September 2009

Sunday Monday Tuesday Wednesday Thursday Friday Saturday
 



 



1
Classes begin.


2
§12.1
Three-dimensional coordinate systems

3



4
§12.2
Vectors

5



6



7
Labor Day
No lecture.

8



9
§12.3
The dot product

10



11
§12.4
The cross product

12



13



14
§12.5
Equations of lines and planes

15



16
§12.6
Cylinders and quadric surfaces

17



18
§13.1
Vector functions and space curves

19



20



21
§13.2
Derivatives and integrals of vector functions

22



23
§13.3
Arc length and curvature

24



25
§13.4
Motion in space: velocity and acceleration

26



27



28
§14.1
Functions of several variables

29



30
§14.2
Limits and continuity

 

 

 


October 2009

Sunday Monday Tuesday Wednesday Thursday Friday Saturday
 



 



 



 



1



2



3



4



5
Fall Break
No lecture.

6



7
§14.3
Partial derivatives

8



9
§14.4
Tangent planes and linear approximations

10



11



12
§14.5
The chain rule

13



14
§14.6
Directional derivatives and the gradient vector

15



16



17



18



19
§14.7
Maximum and minimum values

20
MIDTERM I
8:00 AM -- 9:00 AM

21
§14.8
Lagrange Multipliers

22



23



24



25



26
§15.1
Double integrals over rectangles

27



28
§15.2
Iterated integrals

29



30
§15.3
Double integrals over general regions

31




November 2009

Sunday Monday Tuesday Wednesday Thursday Friday Saturday
1



2
§15.4
Double integrals in polar coordinates

3



4
§15.5
Applications of double integrals

5



6
§15.6
Triple integrals

7



8



9
§15.7
Triple integrals in cylindrical coordinates

10



11
§15.8
Triple integrals in spherical coordinates

12



13
§16.1
Vector fields

14



15



16
§16.2
Line integrals

17



18
§16.3
The Fundamental Theorem for line integrals

19
MIDTERM II
8:00 AM -- 9:00 AM

20
§16.4
Green's Theorem

21



22



23
§16.5
Curl and divergence

24



25
Thanksgiving Break
No lecture

26



27



28



29



30



 

 

 

 

 


December 2009

Sunday Monday Tuesday Wednesday Thursday Friday Saturday
 



 



1



2
§16.6
Parametric surfaces and their areas

3



4



5



6



7
§16.7
Surface integrals

8



9
§16.8
Stokes' Theorem

10



11
§16.9
The Divergence Theorem

12
Reading period begins.


13



14



15
FINAL EXAM
4:00 PM -- 7:00 PM

16



17



18



19



20



21
Winter recess begins.


22



23



24



25



26



27



28



29



30



31



 

 


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