Principal Instructor: 
Bahman Engheta

 Dec. 17  Grades posted on iLearn, iGrade, and i'llSeeYouAround
 Dec. 14  Final exam from 3:00pm to 6:00pm
 Dec. 13  Review session for the final exam
 Dec. 11  Review topics and exercises for the final exam
 Dec. 5  Quiz #8 given in class
 Nov. 23  Quiz #7 given in class
 Nov. 22  Monday's helicoid visualized
 Nov. 21  Quiz #6 given in class
 Nov. 18  Quiz #5 given in class
 Nov. 14  Quiz #4 given in class
 Nov. 7  Midterm survey posted on iLearn
 Nov. 7  Midterm exam
 Nov. 4  Q&A session held for the upcoming exam
 Nov. 2  Review topics and exercises for the midterm on Nov. 7
 Oct. 27  Quiz #3 posted on iLearn
 Oct. 25  Quiz #2 posted on iLearn
 Oct. 12  Quiz #1 given in class

Assistant: 
Hung Lu 

Course Website: 
http://math.ucr.edu/~engheta/F0510B/ 

Textbook: 
5^{th} edition of Vector Calculus by J. Marsden and A. Tromba. 

W. H. Freeman Publishers, ISBN 0716749920. 

Topics: 
Double and Triple Integrals  Chapter 5, Sections 5.1 through 5.5 

Variables and Applications of Integration  Chapter 6, Sections 6.1 through 6.4 

Integrals over Paths and Surfaces  Chapter 7, Sections 7.1 through 7.6 

Integral Theorems of Vector Analysis  Chapter 8, Sections 8.1 through 8.4 

Prerequisite: 
MATH 9C (or MATH 9HC) and MATH 10A, both with a grade of "C" or better. 

Note: Chapters 1 through 4 of the above textbook are required knowledge.


Major Exams: 
Midterm exam on Monday, 11/07/2005. 

 review topics and exercises  


Final exam on Wednesday, 12/14/2005 from 3:00pm to 6:00pm in SPR 1340. 

 review topics and exercises  

Note: All exams will be comprehensive. Calculators may not be used during exams.


Course Components: 
300 points for homework assignments and quizzes, 

300 points for the midterm exam, 

400 points for the final exam. 

Grading: 
9001000 points are required for the grade A, 

800899 points are required for the grade B, 

700799 points are required for the grade C, 

600699 points are required for the grade D. 

Attendance Policy: 
Students are expected to attend all lectures and all meetings of their discussion section.
Work missed due to absence or lateness cannot be made up.
In particular, no late work will be accepted and there will be no makeup exams.
