Syllabus 
Common 213 
Calendar 
Canvas 
WebWork 
Stewart Problems 
Calendar subject to revision during the semester.
 
Monday  T  Wednesday  R  Friday  

1  Aug 23 12.1
3D coordinate systems

Aug 25 12.2
Vectors


2  Aug 28 12.3
Dot product

Aug 30 12.4
Cross product 
Aug 31 12.5
Lines and planes


3  Sep 04 Labor Day

Sep 06 12.5
Lines and planes 
Sep 08 12.6
Cylinders and quadric surfaces


4  Sep 11 13.1
Vector functions 
Sep 13 13.2
Derivatives and integrals
Drop deadline

Sep 15 13.3
Arc length
HW05 due Sep 17


5  Sep 18 13.4
Motion in space Review for Exam 1, 45:30pm, CB 114

Sep 20 Review (attendence optional)

Sep 22 14.1
Functions of several variables


Sep 20 Exam 1, 57pm, JSB 121


6  Sep 25 14.2
Limits and continuity

HW06 due  Sep 27 14.3
Partial derivatives 
Sep 29 14.4
Tangent planes


7  Oct 02 14.4
Tangent planes


Oct 04 14.5 Chain rule

Oct 06 14.6 Directional derivatives
Gradient vector


8  Oct 9 14.7
Maximum and minimum

Oct 11 14.7
Maximum and minimum
14.8
Lagrange multipliers

Oct 13 14.8
Lagrange multipliers
HW09 due Oct 14


9  Oct 16 Review (attendence optional)
Review for Exam 2, 45:30pm, CB 114

Oct 18 Review (attendence optional)

Oct 20 15.1
Double integrals I


Oct 18 Exam 2, 57pm, JSB 121


10  Oct 23 15.2
Double integrals II

Oct 25 15.2+15.3
Double integrals in polar coords 
Oct 27 15.3
Double integrals in polar coords


11  Oct 30 15.4
Applications of double integrals

Nov 01 15.5
Surface area

Nov 03 15.6
Triple integral
Withdraw deadline


12  Nov 06 15.7
Triple integrals in cylindrical coords

Nov 08 15.7
Triple integrals in cylindrical coords
15.8
Triple integrals in spherical coords

Nov 10 15.8
Triple integrals in spherical coords


13  Nov 13 Review (attendence optional) 
Nov 15 Review (attendence optional)

Nov 17 16.1
Vector fields
16.2
Line integrals


Nov 15
HW14 due
Exam 3, 57pm, JSB 121


14  Nov 20 16.2
Line integrals

Nov 22 Thanksgiving

Nov 24 Thanksgiving


15  Nov 27 16.3
Fundamental theorem for line integrals

Nov 29 16.3
Fundamental theorem for line integrals

Dec 01 16.4
Green's theorem
HW15 due Dec 3


16  Dec 04 16.4
Green's theorem

Dec 06 Review (attendence optional)

Review for final, 45:30pm, CB 114
HW16 due 
Dec 08 Review (attendence optional)


17  Dec 11 Final Exam 8:30  10:30 pm, JSB 121
