1746 - 微積分A 英授 Taught in English
Calculus A
教育目標 Course Target
此課程為科學研究的基礎,我們要談如何以數學的方法來研究變動中的事物。
包括四個主要的大課題:有連續性、有微分法、有積分法還有級數之收斂性。
原理與計算並重。上學期講單變數微積分而下學期則談級數與多變數微積分。
不管你將來要走向那一個行業,此種訓練對你百分之百是必要且大有好處的。
讓我們以嶄新的心情,用有限理性來探討那深藏無限奧祕又豐盛無比的真理。
This course is the basis of scientific research and we will discuss how to study things in changes mathematically.
It includes four main topics: continuous, differential, divisional, and graded.
Principles and calculations are both heavy. The first period talks about the micro-scores of the single variables in the next period, and the next period talks about the micro-scores of the grades and multi-variables.
Regardless of which industry you are going to, this kind of training is 100% necessary and beneficial to you.
Let us use limited reason to explore the truth hidden infinity and incomparable secrets and incomparable truth with a new mood.
課程概述 Course Description
微積分是討論 ”極限(Limit)” 這一觀念的數學。有兩種特定的極限定義,分別稱作微分(Differentiation)和積分(Integration)。本課程之內容即為極限、微分、和積分之觀念及應用。
Microscore is the mathematics that discusses the concept of "Limit". There are two specific limiting definitions, called differentiation and integral (Integration). The content of this course is the concept and application of extreme, differential, and integral.
參考書目 Reference Books
Anton, Calculus: Late Transcendentals Combined, 9/e
Anton, Calculus: Late Transcendentals Combined, 9/e
評分方式 Grading
評分項目 Grading Method |
配分比例 Percentage |
說明 Description |
---|---|---|
Hour Exam 1 Hour Exam 1 |
15 | |
Hour Exam 2 Hour Exam 2 |
15 | |
Hour Exam 3 Hour Exam 3 |
15 | |
Final Exam Final Exam |
30 | |
Quizzes Quizzes |
10 |
授課大綱 Course Plan
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課程資訊 Course Information
基本資料 Basic Information
- 課程代碼 Course Code: 1746
- 學分 Credit: 4-4
-
上課時間 Course Time:Monday/9,Wednesday/3,4,Friday/3,4[M117]
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授課教師 Teacher:沈淵源
-
修課班級 Class:統計系1B
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選課備註 Memo:未達50分不得修下期
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