1092-Calculus II-63004

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• Larson-06_01-部分積分法
• Larson-06_02-三角積分
• Larson-06_02-三角積分
• Larson-06_01-部分積分法
• Larson-06_02-三角積分
• Larson-4ed-中文-Ch-6-積分技巧
• Larson-06_01-部分積分法
• Larson-06_02-三角積分
• Larson-06_03-三角代替
• Larson-06_02-三角積分
• Larson-06_03-三角代替
• SM-ch6
• Larson-06_02-三角積分
• Larson-06_03-三角代替
• Larson-06_02-三角積分
• Larson-06_02-三角積分
• Larson-06_05-數值積分法-new
• Larson-06_07-瑕積分-new
• Larson-4th-Ch-07-03-積分與比較檢定法-new
• Larson-4th-ch-07-01-級數sequence-new
• Larson-4th-ch-07-02-數列與收 斂-new
• Larson-4ed-中文-Ch-6-積分技巧
• Larson-4ed-中文-Ch-7-無窮級數
• Larson-4th-Ch-07-03-積分與比較檢定法-new
• Larson-4th-ch-07-01-級數sequence-new
• Larson-4th-ch-07-02-數列與收 斂-new
• SM-ch6
• SM-ch7
• Larson-4th-ch-07-01-級數sequence-new
• Larson-4th-ch-07-02-數列與收 斂-new
• Larson-4th-Ch-07-03-積分與比較檢定法-new
• Larson-4th-Ch-07-04-其他收 歛法
• Larson-4th-ch-07-01-級數sequence-new
• Larson-4th-ch-07-02-數列與收 斂-new
• Larson-4th-ch-07-05-Taylor 多項式-new
• Larson-4th-ch-07-06-Power Series-new
• Larson-4th-ch-07-07-Power function-new
• Larson-4th-ch-07-08-Maclaurin & Taylor-new
• 為配合大二管數與大三作業研究，下星期二教十四章偏微分
• Larson-4ed-中文-Ch-8-多變數函數
• Larson-4th-Ch-11-01-幾個變數函數
• Larson-4th-Ch-11-04-微分與連鎖法則
• Larson-4th-ch-11-02-極限與連續
• Larson-4th-ch-11-03-偏微分
• Larson-4th-Ch-11-01-幾個變數函數
• Larson-4th-Ch-11-01-幾個變數函數
• Larson-4th-Ch-11-04-微分與連鎖法則
• Larson-4th-ch-11-02-極限與連續
• Larson-4th-ch-11-03-偏微分
• Larson-4th-ch-08-03-極座標轉換
• Larson-4th-ch-09-01-平面之向量
• Larson-4th-ch-09-02-空間座標與空間向量
• Larson-4th-ch-09-03-兩向量乘積內積點積
• Larson-4th-ch-11-02-極限與連續
• Larson-4th-ch-11-03-偏微分
• TanAPCalc10_08_01-幾個變數
• cab9l_PPT_Chapter05-increasing & decreasing
• cab9l_PPT_Chapter09-多變數微分
• 5-17-Tan-APCalc-10ed-Ch-08-04-最小平方法-修改
• 5-17-Tan-APCalc-10ed-Ch-08-06-總微分
• 5-17-Tan-APCalc-10ed-ch-08-03-數個變數之極大與極小-修改
• 5-17-Tan-APCalc-10ed-ch-08-05-拉氏乘數之最佳化問題-修改
• 5-18-Tan-APCalc-10ed-Ch-08-04-最小平方法-修改
• 5-18-Tan-APCalc-10ed-Ch-08-06-總微分
• 5-18-Tan-APCalc-10ed-ch-08-03-數個變數之極大與極小-修改
• 5-18-Tan-APCalc-10ed-ch-08-05-拉氏乘數之最佳化問題-修改
• 5-25-TanAPCalc-10ed-ch-08-07-重積分-revised
• 5-25-TanAPCalc-10ed-ch-08-08-重積分應用-revised
• 6-1--Larson-4th-Ch-11-01-幾個變數函數
• 6-1--Larson-4th-ch-11-02-極限與連續
• 6-1--Larson-4th-ch-11-03-偏微分
• 6-8--Larson-4th-Ch-11-04-微分與連鎖法則
• 6-8--Larson-4th-Ch-11-05-方向導數與方向
• 6-8--Larson-4th-Ch-11-06-切平面
• 5-11-(末考範圍)-Tan-ch-04-01-第一次次導數之應用
• 5-11-(末考範圍)-Tan-ch-04-02-第二次導數之應用
• 5-18-(末考範圍)-Tan-ch-08-01-幾個變數
• 5-18-(末考範圍)-Tan-ch-08-02-偏導數-修改
• 5-18-(末考範圍)-Tan-ch-08-03-數個變數之極大與極小-修改
• 5-18-(末考範圍)-Tan-ch-08-05-拉氏乘數之最佳化問題-修改
• 5-25-(末考範圍)-Tan-ch-08-06-總微分
• 5-25-(末考範圍)-Tan-ch-08-07-重積分-revised
• 5-25-(末考範圍)-Tan-ch-08-08-重積分應用-revised
• 6-8--Larson-4th-Ch-11-06-切平面
• 微積分期末考範圍
• 微積分期末考範圍
• 微積分期末考範圍(最後修正)
• 微積分期末考範圍(最後修正)
• 微積分期末考範圍(3nd ed 修正)
• 6-15--Larson-4th-ch-11-08-拉氏乘數
• 6-15--Larson-4th-ch-11-08-拉氏乘數
• 6-15--Larson-4th-ch-11-07-極值
• 6-15--Larson-4th-ch-11-07-極值
• 5-25-(末考範圍)-Tan-ch-08-05-拉氏乘數之最佳化問題-修改
• 109-下學期-微積分-第二次考試考題(Take-Home-Exam) Q only