Duration of this Course:
One semester
One semester
Prerequisites
G 1800, G 2895, G 3196
Course Objectives
Together with Mathematics IV this course shall prepare for further studies at the university level (Masters level).
Learning Methods
Lectures and exercises.
Course Description
Hyperbolic Functions. Polar Coordinates. Conic Sections. Parametric Curves and Surfaces in Space.
Functions of Several Variables. Chain Rule. Max./Min. Multiple Integrals. Line Integrals.
Green`s Theorem. The Divergent Theorem. Stokes` Theorem.
Use of Maple in lectures and exercises.
Assessment Methods
A. Midterm, written, individual examination 30%
B. Maple-project (max three students per group) 10%.
C. Final, written, individual examination: 60%
Literature:
| Tittel | Forfatter | Forlag | Utgave | Utgitt år | ISBN | Kapittel / Sider | Kommentar | Type | Obligatorisk |
| Calculus with Analytic Geometry | Edwards&Penney | Prentice Hall | Bok | Yes |