Calculus II

Learning Outcomes

At the end of this course, the students will be able to: Find application of matrix, vector space, linear transform, analytical geometry, Laplace transform, vector differential calculus and vector integral calculus; Create good application, analysis and synthesis in the relation with matrix, vector space, linear transform, analytical geometry, Laplace transform and vector differential calculus; Explain the basic concept of Calculus II as support of science and technology specifically in computer; Explain about Calculus II that consists of : Matrix, Vector, Linear transformation, Analytic geometry, Laplace transformation, Vector differential calculus, Vector integral calculus and their applications

Topics

1. Matrix algebra types and operations
2. Matrix determinant
3. Linear equations system
4. Homogeneous linear equations system
5. Vector
6. Line equations
7. Plane equations
8. Vector space and linear transformation
9. Plane geometry
10. Laplace transformation
11. Laplace transformation inverse
12. Vector differential calculus and vector integral calculus