Danang University of Technology

MATH324 Syllabus and Schedule, 2011-2012Class: 09ECE

1. Instructor: Nguyen Duy Thai Son, PhD of Math., Senior Lecturer.2. Credits: 3.3. Goals: Studying the Chain Rule, Directional Derivatives and the

Gradient Vector, Maximum and Minimum Values, Lagrange Multipliers for Functions of Several Variables; Multiple Integrals; and the Calculus of Vector Fields, including the higher-dimensional versions of the Fundamental Theorem of Calculus: Green's Theorem, Stokes' Theorem, and the Divergence Theorem.

4. Textbook: James Stewart, Calculus Early Transcendentals, Sixth

Edition, Thomson Brooks/Cole, 2008 (Sections 14.5-14.8 and

Chapters 15-16).

5. Prerequisites for the course: One-variable Calculus, Partial

Derivatives.

6. Course structure:- Lectures: following sections and chapters of the textbook- Homeworks: in due course after (each of) Chapters 15-16- Exams: one midterm exam and one final exam.

7. Grading system:- Homeworks: 10 %- Midterm exam: 40 %- Final exam: 50 %.

8. Duration #2: From Feb 22 to Mar 17, 2012. 9. Syllabus and Schedule:

Office hours will be on Saturday mornings (08h30-11h00)

Week Mon Tue Wed02/22/2012

Thu Fri Sat02/25/2012

Sun

3

08h00 – 11h00§15.7 Triple Integrals in Cylindrical

Coordinates, §15.8 Triple Integrals in Spherical

Coordinates,§15.9 Change of Variables in

Multiple Integrals

14h00 – 17h00Review of Chapter 15

Mon Tue Wed02/29/2012

Thu Fri Sat03/03/2012

Sun

08h00 – 10h00Midterm Exam

14h00 – 17h00§16.1 Vector Fields, §16.2 Line Integrals,

4 §16.3 The Fundamental Theorem for Line Integrals

Mon Tue Wed03/07/2012

Thu Fri Sat03/10/2012

Sun

5

08h00 – 11h00§16.4 Green's Theorem,

§16.5 Curl and Divergence,§16.6 Parametric Surfaces and their

Areas

14h00 – 17h00§16.7 Surface Integrals, §16.8 Stokes’ Theorem,

§16.9 The Divergence Theorem

Mon Tue Wed03/14/2012

Thu Fri Sat03/17/2012

Sun

6

08h00 – 11h00§16.10 Summary

Review of Chapter 16

14h00 – 16h00Final exam

Approved by Signature

Dr. Pham Van Tuan Dr. Nguyen Duy Thai Son