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F6 Pure Maths Regular           (真人發聲版本)

 

凡報讀中六純數常規班 36堂,可免費獲增 由 Herman Yeung 所編寫的 “Pure Mathematics高考攻略天書” (非賣品) 乙本, 詳情請留意堂上公佈,敬請同學保留收據。


Mission 1: Mathematical Induction 數學歸納法
Technique 1: Simple type 普通類型
Technique 2: a1, a2, a3 a1, a2, a3
Technique 3: Divisible 整除性
Technique 4: Second Principle 第二數學歸納法
     
Mission 2: Binomial Theorem 二項式定理
Technique 1: formula 公式
Technique 2: Substitution 代入法
Technique 3: Differentiation 微分法
Technique 4: Integration 積分法
Technique 5: Comparing coefficient 係數比較
     
Mission 3: Polynomial & Rational Function 多項式及有理函數
Technique 1: H.C.F. 最大公因數
Technique 2: Roots Properties 根的特性
Technique 3:
Technique 4: Transformation 變換
Technique 5: Partial Fraction 分項分式
     
Mission 4: Inequality 不等式
Technique 1: Reverse and M.I. 神秘的倒轉, 數學歸納法
Technique 2: A.M. G.M. A.M. G.M.
Technique 3: Cauchy-Schwarz Inequality 柯西、許瓦爾茲不等式
Technique 4: Absolute Value 絕對值
     
Mission 5: Limit of Sequence序列極限
Technique 1: Basic Concept 基本概念
Technique 2: Strictly increasing + upper bounded 遞增 + 上限
Technique 3: Sandwiches Theorem 迫近定理
Technique 4: L’ Hospital Rule 洛必達法則
Technique 5: in degree position 處於次方位置
Technique 6: Degree comparing in rational function 份子份母次方鬥大
Technique 7: Head eat Tail 頭食尾
Technique 8: Sum of G.P. 等比相加
Technique 9: Summation Integration 連加 微分
     
Mission 6: Matrix, System of Equation Cross-Over 矩陣、方程組合併
Technique 1: Determinant 行列式
Technique 2: Inverse Matrix 逆距陣
Technique 3: (Matrix) 距陣n次方
Technique 4: Non- vs. Homogeneous equation 不一致 vs. 一致方程組
Technique 5: Transformation n times 變換n
Technique 6: Cross-Over 大合併
     
Mission 7: Conic Section 圓錐曲線
Technique 1: Pair of straight lines 雙直線
Technique 2: Parabola, Ellipse 拋物線, 橢圓形
Technique 3: Hyperbola, Circle 雙曲線, 圓形
     
Mission 8: 2010 Analysis分析
Technique 1: Analysis the past paper trend 分析試題趨勢
Technique 2: Year 2010 Suggested Solution 2010年試題答案
     

F6 Pure Maths Regular 上課時間表