Exercise in Mathematics for Engineering II

Course Purpose
Students will be able to learn the basic concepts and principles of multivariable calculus, linear algebra, and Laplace transform.
Learning Goals
The aim of this course is to cultivate thinking, expression, and computing powers through exercises on calculus and linear algebra.
Topic
Session 1Linear: L1 Vector and matrix
Session 2Calculus: C1 McLaughlin expansion and Taylor expansion
Session 3Linear: L2 Determinant and inverse matrix, simultaneous equations
Session 4Calculus: C2 Improper integral and Laplace transform
Session 5Linear: L3 The nature of the determinant
Session 6Calculus: C3 Laplace inverse transform, differential equation
Session 7Linear: L4 Cofactor expansion and inverse matrix
Session 8Calculus: C4 Partial derivative and maximum minimum
Session 9Linear: L5 Eigenvalues and eigenvectors
Session 10Calculus: C5 Multiple integral
Session 11Linear: L6 Diagonalization
Session 12Calculus: C6 Two-variable calculus application
Session 13Linear: L7 Eigenvalue problem and application
Session 14Calculus: C7 summary
＊＊This content is based on April 1, 2024. For the latest syllabus information and details, please check the syllabus information inquiry page provided by the university.＊＊