|
Course Code |
MATH 1025 MATH1025 |
科目名稱 |
Essential
Mathematical Methods 數學方法要義 |
||||||||
|
教員 |
學 分 |
||||||||||
|
課程性質 |
|
同科其他選擇 |
|
||||||||
|
Workload |
l 非PAPER類HOMEWORK l MIDTERM l FINAL EXAM |
好重 |
1 |
||||||||
|
重 |
|
||||||||||
|
平均 |
|
||||||||||
|
輕 |
|
||||||||||
|
極輕 |
|
||||||||||
|
評價教學內容 |
#1 太深,內容一塌糊塗,無法構成有效的記憶點。只能死記硬背 |
||||||||||
|
評價教員教學 |
#1 教的方式可以接受,也鼓勵他人發問,可以接受。 |
||||||||||
|
CUSIS科目資料 |
Description: This course is
designed as a continuation of the HKDSE Mathematics (Compulsory Part) or
equivalent, to familiarize mathematics major students with elementary and
foundational algebraic and geometric methods which will help the study of
other MATH courses. Learning
Outcome: Upon completion
of the course, students are able to: l Understand the content of simple
mathematical statements. l Apply various results about elementary
algebraic methods and geometric methods in simple computational type
problems. l Deduce, with reference of definitions, (but
if relevant and necessary, with various established classical results
assumed) simple mathematical results in elementary algebra, such as
divisibility (for integers), inequalities (about real numbers), complex numbers,
polynomials and their roots. l Read off and describe solutions of simple
equations and inequalities through the use of algebraic methods, and/or
graphical methods. l Handle simple geometric problems with
algebraic methods, and visualize simple algebraic problems through geometry. |
||||||||||
|
其他資料 |
2025Sem1:學位 50|註冊 50|剩餘 0 |
||||||||||
|
同學推薦 |
高度推薦 |
|
推薦 |
|
有保留 |
|
極有保留 |
1 |
|||
沒有留言:
發佈留言