Leture 
Section 
Topic 
Assignment 
1 
12.112.2 
ThreeDimensional Coordinate Systems and Vectors 
p.707: 13*,21*,27,43
p.716:10*,14,17*,28,34*,39,43,47* 
2 
12.3 
The Dot Product 
p.724:3*,12*,14,15,16,24,30,41*,44 
3 
12.4 
The Cross Product 
p.730:7*,17*,21,23,25,39*,45,48 
4 
12.5 
Lines and Planes in Space 
p.738:9*,17*,23*,27,29,35,48*,59,61,65* 
5 
12.6 
Cylinders and Quadric Surfaces 
p.744:5,8,11,15,19,22,33*,41* 

13.1 
Curves in Space and Their Tangents 
p.757:1,7*,9,14,15,21*,25 
6 
13.2 
Integrals of Vector Functions; Projectile Motion 
p.765:1*,7*,11,15*,17,21,32 

13.3 
Arc Length in Space 
p.745:1*,6,11,13*,15 
7 
14.1 
Functions of Several Variables 
p.799:5*,13,14,18,19,27,39,49*,53*,57,61 

14.3 
Partial Derivatives 
p.819:5*,17*,30*,43*,48,53*,61,65*,73,90 
8 
14.4 
The Chain Rule 
p.828:3*,5,7*,9,27*,29,35,37,43,48 
9 
14.5 
Directional Derivative and Gradient Vectors 
p.838:5*,9,11,15*,17,20*,27*,31,34 
10 
REVIEW FOR MIDTERM EXAM 

MIDTERM EXAM: WEDNESDAY, JUNE 20 
11 
14.6 
Tangent Planes and Differentials 
p.845:2,5*,9,15*,19,22,29*,41,43,51,53 
12 
14.7 
Extreme Values and Saddle Points 
p.855:3*,7,20*,27,31*,32,41,51,53*,57 
13 
14.8 
Lagrange Multipliers 
p.864:3*,8,13*,17,19*,22,25,30,35 
14 
15.1 
Double and Iterated Integrals over Rectangles 
p.858:3*,7,10,14,17,19*,23,27 
15 
15.215.3 
Double Integrals over General Regions and Area by Double Integration 
p.894:13*,18,35*,43,44*,47,51,57*
p.899:3*,7,11*,21 
16 
15.4 
Double Integrals in Polar Form 
p.904: 10*,14*,17,21,23,29*,37* 
17 
15.5 
Triple Integrals in Rectangular Coordinates 
p.912:7,9*,11*,23*,25,31,33 
18 
15.6 
Moments and Center of Mass 
p.920:3*,4,13*,15,25*,29,33* 
19 
15.7 
Triple Integrals in Cylindrical Coordinates (ONLY) 
p.930:3*,7,9*,17*,18,52,53,55,59* 
20 
16.1 
Line Integrals 
p.955:9*,10,15,21*,24,29,34* 
21 
16.2 
Vector Fields and Line Integrals: Work, Circulation, and Flux 
p.967:9*,10,15*,19*,21,23*,24,27*,33,36 
22 
16.3 
Path Independence, Conservative Fields, and Potential Functions 
p.978:1*,7,9*,15*,19*,20,24,27*,29 
23 
16.4 
Green’s Theorem in the Plane 
p.990:9*,11,13*,15,18*,19*,21,23*,25*,33 
24 
REVIEW FOR THE FINAL EXAM 
25 
FINAL EXAM: MONDAY, JULY 17 