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106(上)課程= 微積分(一)
by hilbert, 2017-09-29 17:10:02, 人氣(30)

科目名稱: 微積分(一) Calculus I

課程簡介:

經由微積分的基本概念及應用方法的介紹,使同學熟悉工程或是科學相關學科中常使用之 數學工具, 並經由數學之演算過程,培養學生邏輯分析之能力。 

課程大綱:

Preparation for Calculus 預習基本微積分觀念

Chap1. Limits and Their Properties

Chap1. Limits and Their Properties

Chap2. Differentiation

Chap2. Differentiation

Chap3. Applications of Differentiation

Chap4. Integration

Chap4. Integration

Chap5. Logarithmic, Exponential, and Other

Transcendental Functions

Chap6. Differential Equations

Chap6. Differential Equations

Chap6. Differential Equations

Chap7. Applications of Integration

Chap8. Integration Techniques

Chap8. Integration Techniques

Chap8. Integration Techniques

教學內容與進度:

週次 上課日期 教學單元與進度 

  1     09/22      Preparation for Calculus

  2     09/29      Chap1. Limits and Their Properties

  3     10/06      Chap1. Limits and Their Properties

  4     10/13      Chap2. Differentiation

  5     10/20      Chap2. Differentiation

  6     10/27      Chap3. Applications of Differentiation

  7     11/03      Chap4. Integration

  8     11/10      Chap4. Integration

  9     11/17      考試 期中考(Mid-term Exam)

  10   11/24      Chap5. Logarithmic, Exponential,and Other

  11   12/01      Chap6. Differential Equations

  12   12/08      Chap6. Differential Equations

  13   12/15      Chap6. Differential Equations

  14   12/22      Chap7. Applications of Integration

  15   12/29      Chap8. Integration Techniques

  16   01/05      Chap8. Integration Techniques

  17   01/12      Chap8. Integration Techniques

  18   01/19      考試 期末考(Final exam)

評分標準:

評量方式項目 百分比

隨堂考(小考) 20%

期中考 30%

期末考 40%

課堂上實作演練 10%

參考資料:

1.Ron Larson and Bruce H. Edwards, Calculus: An Applied Approach, 8th ed.,

2.Houghton Mifflin: 2006.ISBN:978-0618547180

3.http://www.amazon.com/Calculus-Applied-Approach-Ron-Larson/dp/0618547185

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