Math 21C: Calculus and Analytic Geometry

Final Exam: Friday March 21st, 3-6pm.
Sections E01, E02, E03 in Center 214.       Sections E04, E05, E06 in Center 216.

Final Review: Wednesday March 19th, 6-8pm in WLH 2005.   solution to f2 #8  
What's on the test? It will include questions on curvature, continuity, Lagrange multipliers with three variables, and triple integrals. The questions on the practice exams are representative of the other questions on the test. There will be no need for epsilon-delta arguments or spherical coordinates.

Lectures: MWF 3:00-3:50 p.m. in YORK 2622
Instructor: Kate Okikiolu   email: okikiolu@math.ucsd.edu   Office Hours:W 4-4:50 in AP&M 7426
Text : Calculus -- Early Transcendentals, Fourth Edition, by James Stewart, Brooks/Cole Publishing Company.
(There is a thick version of the book and a thin version only containing the relevant chapters. both versions should work.)
Section: Th. 10 & 11 in HSS 2150;   Th. 5, 6, 7, & 8p.m. in CENTER 217A
Teaching Assistants: Aaron Wong,   Lei Wu   emails:awong@math.ucsd.edu,   lwu@math.ucsd.edu   Office Hours: A. Wong: MW 11-12, Tu 1-3   in AP&M 2250,    L. Wu: M 10-12, Tu 1:15-3:15 in AP&M 2250

Homework: Assignments are due in Section.   Solutions are available from Soft Reserves the next day.
Exams: No calculators, no books, no notes. One page of helpful formulas will be printed on the exam:
Midterm 1: Monday February 3,   Formulas on Midterm 1   Midterm 1 Solutions
Midterm 2: Monday March 3,   Peterson 108,  Formulas on Midterm 2   Midterm 2 Solutions
Final: Friday March 21, 3-6pm, in Center 214 and 216.  Formulas on the Final Exam
Review Sessions: York 2622, 11am-12, on the following Sundays: Feb 2, Mar 2
Grading: will be on a curve.   Homework: 10%,   2 midterm exams: 20% each,   final exam: 50%.

Approximate Lecture Schedule: To get the most out of the lectures, read the text beforehand.
The chapters below refer to the thick version of the book; for the thin version increase the chapter numbers by one.
In some cases, if you click on the section number you will obtain a lecture summary.
Holiday

wk	date	Monday	Wednesday	Friday
1	1/6	10.1, 10.2	10.3	10.4, 10.5*
2	1/13	12.1, 12.2	12.3	12.4
3	1/20	Holiday	12.5#	12.5
4	1/27	12.6#	12.7	13.1, 13.2
5	2/3	Exam	13.3 #	14.1
6	2/10	14.2	14.3	14.4
7	2/17	Holiday	14.5	14.6
8	2/24	14.7	14.8	14.8
9	3/3	Exam	15.1,15.2	15.2,15.3
10	3/10	15.4	15.6	15.7

* Most of this was covered in 20B.
# Some material may be omitted in this section.

Syllabus from the General Catalog: Vector geometry, vector functions and their derivatives. Partial differentiation. Maxima and minima. Double integration.

Practice Exams:
  Practice Midterm 1:   m1-1,   m1-2,   m1-3,   m1-4,      Solutions: m1-1,   m1-2,   m1-3,   m1-4,  
   Practice Midterm 2: m2-1,   m2-2,   m2-3,      Solutions:   m2-1,   m2-2,   m2-3,  
   Practice Final:   f-1,   f-2,   f-3,      Solutions: f-1,   Questions on f-2? Go to the review!   solution to f2 #8   f-3,