Course Syllabus

Course Information：

Year-Semester Course Number Course Name Phase Credits Hours Required/Elective Instructor Class Student NO. Withdraw Note

Fall Semester
Year 2026 362599 Engineering Mathematics (I) 1 3.0 3 ▲ Li Eric S. 4EECS2 42 0 必修: 電機、電子、光電

Year-Semester	Course Number	Course Name	Phase	Credits	Hours	Required/Elective	Instructor	Class	Student NO.	Withdraw	Note
Fall Semester Year 2026	362599	Engineering Mathematics (I)	1	3.0	3	▲	Li Eric S.	4EECS2	42	0	必修: 電機、電子、光電

Course Plan：

Instructor Li Eric S.　Office Hours

Email ericli@ntut.edu.tw

Last Updated 2026-06-13 15:28:58

Course Objective To understand the principles and applications of the mathematics encountered in engineering: 1. Solutions for first-order, second-order, and higher order ordinary differential equations 2. Laplace Transforms and their applications in engineering 3. Applications of vector analysis including Gradient, Divergence, and Curl in engineering

Course Schedule Week 1 Chap 1.1-1.3 Week 2 Chap 1.4-1.6 Week 3 Chap 2.1-2.2 Week 4 Chap 2.4-2.5 Week 5 Chap 2.6-2.7 Week 6 Chap 2.9-2.10 Week 7 Chap 3.1-3.2 Week 8 Chap 3.3 Week 10 Chap 6.1-6.2 Week 11 Chap 6.3-6.4 Week 12 Chap 6.5-6.6 Week 13 Chap 6.7-6.9 Week 14 Chap 9.1-9.2 Week 15 Chap 9.3-9.4 Week 16 Chap 9.5-9.7 Week 17 Chap 9.8-9.9 The progress is subject to change.

Evaluation and grading policy First Midterm 30 % Second Midterm 35 % Final Examination 35 %

Materials All right reserved. Do not reproduce without permission.

Foreign-language textbooks:Yes
Textbook : Erwin Kreyszig, “Advanced Engineering Mathematics” 10th Edi. published by Wiley

The access to curricular consultation Office hours provided by the instructor:

Wednesday 3:00 ~ 5:00 PM；Thursday 1:00 ~ 5:00 PM。

Email: ericli@ntut.edu.tw。

Expanding teaching and resources ● 無 (None)

The course corresponds to the SDGs SDG4：優質教育（Quality Education）

Does the course incorporate AI ● 無（None）

Note
If the course is completed in Week 15, the final exam will be held in Week 16; if the course is completed in Week 16, the final exam will be held in Week 17. Once we reach Week 17, regardless of whether the course is completed or not, the final exam will be held in Week 18.

Office hours: Wednesday 3:00 ~ 5:00 PM；Thursday 1:00 ~ 5:00 PM。

Email: ericli@ntut.edu.tw。

Instructor	Li Eric S.　Office Hours
Email	ericli@ntut.edu.tw
Last Updated	2026-06-13 15:28:58
Course Objective	To understand the principles and applications of the mathematics encountered in engineering: 1. Solutions for first-order, second-order, and higher order ordinary differential equations 2. Laplace Transforms and their applications in engineering 3. Applications of vector analysis including Gradient, Divergence, and Curl in engineering
Course Schedule	Week 1 Chap 1.1-1.3 Week 2 Chap 1.4-1.6 Week 3 Chap 2.1-2.2 Week 4 Chap 2.4-2.5 Week 5 Chap 2.6-2.7 Week 6 Chap 2.9-2.10 Week 7 Chap 3.1-3.2 Week 8 Chap 3.3 Week 10 Chap 6.1-6.2 Week 11 Chap 6.3-6.4 Week 12 Chap 6.5-6.6 Week 13 Chap 6.7-6.9 Week 14 Chap 9.1-9.2 Week 15 Chap 9.3-9.4 Week 16 Chap 9.5-9.7 Week 17 Chap 9.8-9.9 The progress is subject to change.
Evaluation and grading policy	First Midterm 30 % Second Midterm 35 % Final Examination 35 %
Materials	All right reserved. Do not reproduce without permission. Foreign-language textbooks:Yes Textbook : Erwin Kreyszig, “Advanced Engineering Mathematics” 10th Edi. published by Wiley
The access to curricular consultation	Office hours provided by the instructor: Wednesday 3:00 ~ 5:00 PM；Thursday 1:00 ~ 5:00 PM。 Email: ericli@ntut.edu.tw。
Expanding teaching and resources	● 無 (None)
The course corresponds to the SDGs	SDG4：優質教育（Quality Education）
Does the course incorporate AI	● 無（None）
Note	If the course is completed in Week 15, the final exam will be held in Week 16; if the course is completed in Week 16, the final exam will be held in Week 17. Once we reach Week 17, regardless of whether the course is completed or not, the final exam will be held in Week 18. Office hours: Wednesday 3:00 ~ 5:00 PM；Thursday 1:00 ~ 5:00 PM。 Email: ericli@ntut.edu.tw。