| 當期課號 | 3885 | Course Number | 3885 |
|---|---|---|---|
| 授課教師 | 許志宇 | Instructor | HSU,CHIH YU |
| 中文課名 | 微積分(二) | Course Name | Calculus(II) |
| 開課單位 | 資訊與通訊系(四進)一A | Department | |
| 修習別 | 必修 | Required/Elective | Required |
| 學分數 | 3 | Credits | 3 |
| 課程目標 | 本課程之目標在使學生擁有微積分之計算技巧。微積分是基礎的數學工具，在許多的科技領域都必須使用它來解題。學生可以從本課程中學到微積分應用到其他學科上的解題技巧，因而提升學生將來解決問題的能力。 "a. 學習微積分基本原理和應用, b. 具有解題技巧及演算能力 c. 培養思考和邏輯能力 d. 奠定學習其他專門工程學科的基礎" |
Objectives | The goal is to train the students to have good calculation skills. Calculus is a very useful mathematical tool in various fields. Students might have to apply what they have learned in this course in many other applications. So they got to have well trained problems solving skills for handling various upcoming situations. a. Learn the basic fundamentals and applications of Calculus. b. Have the ability of solving skills and calculus. c. Train the ability of thinking and logic. d. Establish the foundation for learning the other Engineering subjects |
| 教材 | 1.Applied Calculus (5th edition). 作者：TAN. 2.Calculus - An Applied Approach. 作者：Larson Edwards |
Teaching Materials | Applied Calculus (5th edition) TAN. Calculus - An Applied Approach. Larson Edwards |
| 成績評量方式 | 小考 40% 期中考 30% 期末考 30% |
Grading | Class test 40% Midterm Exam 30% Final Exam 30% |
| 教師網頁 | http://www.cyut.edu.tw/~tccnchsu/ | ||
| 教學內容 | 教學目標： (一) 主要目標：使學生清楚的了解微積分的基本概念、法則及數學證明的要求，透過各種實例的介紹，讓學生能對微積分有更多的認識，以備學生研習管理及社會科學相關數理課程時能有充分而紮實的數量基礎。 (二) 次要目標：經由微積分的實做演算，培養學生應用微積分解決相關數學問題的能力及數學嚴密性的要求。 Integrals Further topics in integration Functions of two variables Infinite series Trigonometric Functions* |
Syllabus | Integrals Further topics in integration Functions of two variables Infinite series Trigonometric Functions* |