1142_微积分_355616
报名期间：从 即日起 到 无限期
上课期间：从 即日起 到 无限期
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课程介绍
课程资源
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電子一114下學期教學大綱及成績評量方式
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5-5Substitution代換法
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7-1 Integration by Parts (分部積分法)
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7-3 Trigonometric Substitutions(三角代換法)
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7-4 Partial Fractions integration
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7-5 Operation Thinking of integration
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7-5-1 積分技巧演算法
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7-6 Approximation Integraltion(Numerical Integration)
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7-7 Improper Integrals
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習解ch7
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6-1 Area of a region
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6-2 Volume of a Solid
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6-3 Volumeby cylindrical shells
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6-4Work(功)
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6-5 積分均值定理
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8-1 Arc length
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8-2 Area of a Surface of Revolution
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習解ch6-8
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9-2 calaulus of parametric equations
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9-3 Polar Coordinates
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9-4 Calaulus of polar coordinates
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10-8 , 10-9 Reprsentation of Functions as Power Series-簡
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10-10-10-11 Taylor and Maclaurin series and Application
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chapter 9-10練習及解
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12-1 Functions of several variables
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12-3 Partial derivatives
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12-5 Chain Rule
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習解ch12(new)
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積分架構圖
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電子一乙平常考試規定
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電子一乙AI作業說明
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114.2電子一乙第1次平時考解
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114.2電子一乙期中考解
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5-5 The Substitution Rule (代換法)
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7-1 Integration by Parts (分部積分法)
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7-2 Trigonometric Integrals (三角積分法)-1
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7-3 Trigonometric Substitutions(三角代換法)
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7-4 Partial Integration(部分分式積分法)
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7-6 Approximate Integration or Numerical Integration(積分的估計或數值積分法)
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7-7 Improper Integrals (瑕積分)
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6-1 Areas of a region bounded by Curves (曲線包圍區域的面積)
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6-2 Volume of a Solids (立方體的體積)
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6-3 Volumes by Cylindrical Shells(圓柱殼法求體積)
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8-1 Arc Length (弧長)
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8-2 Area of a Surface of Revolution (旋轉曲面的面積)
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6-5 Mean Value Theorem for Integrals
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9.1 Parametric Equations and Parametric Curves(參數方程式及參數曲線)
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9.3 Polar Coordinates(極坐標)
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9.4 Calculus in Polar Coordinates (在極坐標上的微積分)
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10.8 函數表成冪級數（Representing Functions as Power Series）
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10.10 Taylor and Maclaurin Series（泰勒級數及麥克勞林級數)
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12.1 Functions of several variables(多變數函數)
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12.3 Partial Derivatives (偏導數))
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12.5 The Chain Rule (連鎖率)
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補充 Vectors (向量)(簡版)
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5-5 The Substitution Rule (代換法)
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7-1 Integration by Parts (分部積分法)
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7-2 Trigonometric Integrals (三角積分法)-1
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7-3 Trigonometric Substitutions(三角代換法)
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7-4 Partial Integration(部分分式積分法)
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7-6 Approximate Integration or Numerical Integration(積分的估計或數值積分法)
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定積分數值演算
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7-7 Improper Integrals (瑕積分)
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6-1 Areas of a region bounded by Curves (曲線包圍區域的面積)
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6-2 Volume of a Solids (立方體的體積)
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6-3 Volumes by Cylindrical Shells(圓柱殼法求體積)
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8-1 Arc Length (弧長)
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8-2 Area of a Surface of Revolution (旋轉曲面的面積)
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6-5 Mean Value Theorem for Integrals
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9.1 Parametric Equations and Parametric Curves(參數方程式及參數曲線)
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9.3 Polar Coordinates(極坐標)
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9.4 Calculus in Polar Coordinates (在極坐標上的微積分)
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10.8 函數表成冪級數（Representing Functions as Power Series）
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10.10 Taylor and Maclaurin Series（泰勒級數及麥克勞林級數)
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12.1 Functions of several variables(多變數函數)
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12.3 Partial Derivatives (偏導數))
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12.5 The Chain Rule (連鎖率)
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補充 Vectors (向量)(簡版)
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