Printable Version| Engineering Mathematics I Grad |
Course Description:
Introduction to linear algebra, including vector spaces, linear dependence and independence, linear transformations, matrices and determinants. Topics include solution of systems of linear equations and eigen-value problems; complex variables, power series, complex integration, and residue theorem; and Fourier series and transforms. Elements of numerical analysis, numerical methods of systems of linear equations, and interpolation are also covered. 3 semester hours.
Text book:
-
Advanced Engineering Mathematics, Erwin Kreyszig, 10th Edition, Wiley
- Foundations of Applied Mathematics, Michael D. Greenberg, Prentice-Hall.
- Advanced Calculus for Applications, Francis B. Hildebrand, 2nd Edition.
- Applied Numerical Methods Using MATLAB, Yang, Cao, Chung and Morris, Wiley Inter-science
Lecture: Tuesday 6:00 - 9:25 PM
| Syllabus | | Handouts | | Assignments | | Sample Exams | | Links |
Course Assignments
| No. | Assignment | Due Date | Solution |
|---|---|---|---|
| 1 | HW 1. | 5/17/2011 | |
| 2 | HW 2. | 5/24/2011 | |
| 3 | HW 3. | 5/31/2011 | |
| 4 | HW 4. | 6/7/2011 | |
| 5 | HW 5. | 6/21/2011 | |
| 6 | HW6 Pg 613: 8,13, Pg 618: 6,22, Pg 624: 10,14,18 Pg 629: 4,and v=(-y)/(x^2+y^2) if harmonic find f(z) Pg 632: 4, Pg 640: 6,16,18 | 7/5/2011 |