Weeks 
Dates 
Sections 
Handouts 
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, 612, 1523, 29, 30,
54, 5658, 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 
ThreeDimensional
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
10.110.6 
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
1419 
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
12.112.6, 13.113.4

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)
2:005:00pm


FINAL EXAM


