• Instructor: Dr. OLEG EMANOUILOV
  
• Office: 484 Carver
  
• Phone: 294-8166
  
• Time: MWF 1:00-1:50 PM
  
• Place: Carver 0001
  
• Office Hours: MW 2:00-3:40 PM; F 2:00-2:50 PM.
  
• Textbook: Calculus, Early Vectors by James Stewart
  
• Webpage:
• Prerequisite: M166 Calculus II
  
• Teaching Assistants:

  Name	Sections	Office	Office Hour
  Mr Daniel Leeds	D1, E2, G2	Carver 479	Tu,Th 11-12AM
  Mr Bhatt Ghan	H1, J1, L1	Carver 477	T2-3PM, F7-10AM

• Extra help: Math Help Room Carver 196

Exam1.pdf(Sample)

Exam2.pdf (Sample)Ans3.pdf

Exsam2.pdf(Sample)Ans4.pdf

Test3.pdf (Sample) Solutions.pdf

Test3.pdf(Sample)   Sol3.pdf

Exam4.pdf(Sample)Solsam4.pdf

Exam4.pdf(Sample)Solsampl4.pdf

Final (Sample)

           ANSWERS FOR EXAM 1.Answ.pdf

            Extra Credit Homeworks

Homework N1 (Deadline 24 Feb. 2003)AH1.pdf

Homework N2 (Deadline 3 April 2003)

Homework N3  (Deadline 21 April 2003)

Homework N4  (Deadline 2 May 2003)

                             LECTURES

               Tangent planes

1/27/03-   Total differential; Chain Rules

1/29/03-  Directional Derivatives

1/31/03 - Maximum and Minimum values

2/03/03- Lagrange Multipliers

2/04/03- Review of Chapter 12

2/07/03- Exam1

2/10/03- Double integrals over rectangles

2/12/03-Iterated Integrals

2/14/03-Double integrals over general regions

2/17/03-Polar Coordinates

2/19/03-Double Integrals in polar coordinates

2/21/03-Applications of Double Integrals

2/24/03-Surface Area

2/26/03-Triple integral

2/28/03- Cylindrical and Spherical coordinates

3/03/03-Triple integrals in Cylindrical and Spherical coordinates   Triple integrals

3/05/03-Review Lecture

3/07/03-Exam 2 Solutions

3/10/03-Vector Field

3/12/03-Line IntegralsLec15.pdf

3/14/03- The Fundamental Theorem for Line IntegralsLec14.pdf

3/24/03-Green's Theorem, The operators div and curl Lec16.pdf

3/26/03-Parametric surfaces and the Surface integralsLec17.pdf

3/28/03-Stokes' TheoremLecture18.pdf

3/31/03 - Divergence Theoremlec20.pdf

 4/2/03-Review LectureReview3.pdf

  4/4/03- Exam 3Solexam3.pdf

4/7/03- SequencesLectur21.pdf

4/9/03- Series, Convergence TestsLec22.pdf

4/11/03-Convergence TestsLec23.pdf

4/14/03-Convergence Tests

4/16/03-Power Serieslec25.pdf

4/18/03-Representation of Functions as power series  Lec26.pdf

4/21/03-Taylor and Maclaurin SeriesLec27.pdf

4/23/03-Review LectureLec28.pdf

4/25/03-Exam 4Solex4.pdf

4/28/03-Application of Taylor PolynomialsLec29.pdf

4/30/03-Review  for the Final ExamLec30.pdf

5/2/03- Review for Final ExamLec31.pdf

FINAL EXAM -THURSDAY, MAY  8, 2003- 4:30-6:30 PM

                    SECTIONS 265-H1, 265-J1, 265-L1 ---ROOM CARVER  0001

                   SECTIONS 265-J2, 265-K1, 265-L2----ROOM CARVER 0101

Required Work and General Policy

• . We are supposed to have:
• Four "in class" exams, each cost 100 points
• Four "take home" quizzes, each cost 25 points  .
• .Final exam cost 100 points (can not be dropped)
•  If the final exam or "in class exam" is the multiple choice exam a partial credit for an exam is 15 percent of your actual credit.
• I will drop your smallest credit either for one of  "in class" exams (but not the final exam) or credit for all four quizzes.
• In case you miss "in class" exam you can take it during my office hours, but no later then TWO DAYS after an official date of exam.
• In case you can not take an exam in official time and during my office hours in two days after the exam you should contact me IN ADVANCE.
•   Please keep copies of your exams and quizzes

                              GRADING     SCALE.

Grade A > 459 ;    Grade A- > 449;   Grade B+ > 439;   Grade B > 399

Grade C+ > 389;   Grade C > 349;    Grade C- > 344 ;   Grade D+ > 334;

   Grade D > 299