| Weeks |
Dates |
Sections |
Lecture
Notes |
Homework |
Due
Dates |
1
|
Jan 20 |
Section 10.1
|
Curves
Defined by Parametric Equations |
Section
10.1: # 11, 12, 14, 16, 18, 24, 28, 37
|
Jan 27
|
| Jan 22 |
Section 10.2 |
Calculus
with Parametric Curves |
2
|
Jan 25
|
Section 10.2 |
Section
10.2: # 2, 4, 6, 12, 14, 16, 18, 20, 31, 32, 34,
42, 44, 62
Section 10.3: # 2, 4, 6-12, 15-23, 29, 30,
54, 56-58, 62, 64
|
Feb 3
|
Jan 27
|
Section 10.3 |
Polar
Coordinates
|
Jan 29
|
Section 10.3 |
3
|
Feb 1
|
Section 10.4 |
Areas
and Lengths in Polar Coordinates
|
Section 10.4: # 45, 46, 47
|
Feb 10
|
Feb 3
|
Feb 5
|
4
|
Feb 8
|
Section 10.5 |
Conic
Sections
|
Section 10.6: # 2, 4, 6, 8, 10, 12, 14, 16
|
Feb 19
|
Feb 10
|
Section 10.6 |
Conic
Sections in Polar Coordinates |
| Feb 12 |
Section 12.1 |
Three-Dimensional
Coordinate Systems |
5
|
Feb 15 |
Section 12.2 |
Vectors
|
Section 12.1: # 40
Section 12.2: # 35
Section 12.3: # 56
|
Feb 24
|
| Feb
17 |
Sections
10.1-10.6 |
MIDTERM 1
|
| Feb 19 |
Section 12.3 |
The
Dot Product |
6
|
Feb 22 |
Section 12.4 |
The
Cross Product
|
Section 12.4: # 40, 42
Section 12.5: # 66
|
Mar 2
|
| Feb 24 |
| Feb 26 |
Section 12.5 |
Equations
of Lines and Planes
|
7
|
Feb 29 |
Mar 2
|
Section 12.6 |
Cylinders
and Quadric Surfaces
|
Section
12.6: # 48
Section 13.1: # 48
|
Mar 9
|
| Mar 4 |
Section 13.1 |
Vector
Functions and Space Curves
|
8
|
Mar 7 |
Section 13.2 |
Derivatives
and Integrals of Vector Functions
|
Section
13.2: # 28, 34
Section 13.3: # 56
|
Mar 23
|
| Mar 9 |
Section 13.3 |
Arc
Length and Curvature
|
| Mar 11 |
9
|
Mar
14-19 |
Spring
Break
|
|
|
10
|
Mar 21 |
Section 13.4 |
Motion
in Space: Velocity and Acceleration
|
Section 13.4: # 22, 30
Section 14.1: # 36, 50
|
Mar 30
|
| Mar 23 |
| Mar 25 |
Section 14.1 |
Functions
of Several Variables
|
11
|
Mar 28 |
Section 14.2 |
Limits
and Continuity+Examples
|
Section 14.2: # 44
Section 14.3: # 86
|
Apr 6
|
| Mar
30 |
Sections
12.1-12.6, 13.1-13.4
|
MIDTERM 2
|
Apr 1
|
Section 14.3 |
Partial
Derivatives
|
12
|
Apr 4 |
Section 14.4 |
Tangent
Planes and Differentials
|
Section 14.4: # 39
Section 14.5: # 44
Section 14.6: # 56
|
Apr 13
|
| Apr 6 |
Section 14.5 |
The
Chain Rule
|
| Apr 8 |
Section 14.6 |
Directional
Derivatives and the Gradient Vector
|
13
|
Apr 11 |
Section 14.7 |
Maximum
and Minimum Values
|
Section
14.7: # 56
Section 14.8: # 47, 48
|
Apr 20
|
| Apr 13 |
| Apr 15 |
Section 14.8 |
Lagrange
Multipliers
|
14
|
Apr 18 |
Section 15.1 |
Double
Integrals over Rectangles
|
Section 15.1: # 18
Section 15.2: # 40
|
Apr 27
|
| Apr 20 |
| Apr 22 |
Section 15.2 |
Iterated
Integrals
|
15
|
Apr 25 |
Section 15.3 |
Double
Integrals over General Regions
|
Section 15.3: # 67
Section 15.4: # 35
|
May 4
|
| Apr 27 |
Section 15.4 |
Double
Integrals in Polar Coordinates
|
| Apr 29 |
16
|
May 2
|
Section 15.5 |
Applications
of Double Integrals
|
|
|
May 4
|
Section 15.10 |
Change
of Variables in Multiple Integrals
|
|
|
May 6
|
|
|
17
|
May
16 (Mon)
2:00-5:00pm
|
|
FINAL EXAM
|
|
|