介紹微積分的理論及其應用(本學期著重於單變數函數之積分理論及多變數之微積分理論)Introducing the theory and application of calculus (this semester focuses on the integral theory of single-variable functions and the calculus theory of multi-variable functions)
本微積分課程主要分為導數及其應用和積分及其應用.
而本課程首重觀念之闡述,定義之說明,定理之證明,例題之演練,及教學助理之習題講解,而本課程詳細內容,請參閱課程大綱所述,教學內容及教學進度均以課程大綱為標準
This calculus course is mainly divided into derivatives and their applications and integrals and their applications.
This course focuses primarily on the elaboration of concepts, explanation of definitions, proof of theorems, practice of examples, and explanations of exercises by teaching assistants. For detailed content of this course, please refer to the course syllabus. The teaching content and teaching progress are based on the course syllabus. as standard
L. D. Hoffmann and G. L. Bradley, Calculus For Business, Economics and the Social and Life Sciences, Brief 11th Ed.
l. D. Hoffman NAND G. l. Bradley, calculations for business, economics and social and life sciences, brief 11the.
評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
---|---|---|
期中考期中考 midterm exam |
20 | 4/14(一) ~ 4/19(六) 期中考 |
期末考期末考 final exam |
20 | 6/14(六) ~ 6/20(五) 期末考 |
小考小考 Quiz |
40 | 共計兩次小考(分別於3月中及5月中舉行),各佔 20% |
平時成績平時成績 usual results |
20 | 出席、作業、演習課、隨堂考等 |