京东 11.11 红包
A-Level Further Maths B7-10 Argand Diagram- Loci Problem 4
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A-Level Further Maths B7-01 Argand Diagram- Introducing Loci for Circles |z-a|=r
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A-Level Further Maths B7-07 Argand Diagram- Loci Problem 1
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A-Level Further Maths B7-02 Argand Diagram- Examples of Circles |z-a|=r
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A-Level Further Maths B4-02 Argand Diagram：在 Argand 图上表示数字
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A-Level Further Maths B7-05 Argand 图：垂直平分线的示例 |z-a|=|z-b|
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A-Level Further Maths B7-06 Argand 图：垂直平分线的不等式
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A-Level Further Maths- C4-01 Invariance- Invariant Points and Invariant Lines
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A-Level Further Maths- A1-06 Proof by Induction- Sum(r.r!)=(n+1)!-1
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A-Level Further Maths B7-14 Argand Diagram- Inequalities with Half-Lines
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A-Level Further Maths- A1-10 Proof by Induction- Sum(2r+1):(r^2(r+1)^2)=1-1:(n+1
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A-Level Further Maths- A1-28 Proof by Induction- Inequality Example 3
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A-Level Further Maths B3-03 Complex Numbers- Complex Conjugate Root Theorem
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A-Level Further Maths- A1-18 Proof by Induction- Sequence u_(n+1) = 4u_n - 6
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A-Level Further Maths-A1-03 Proof by Induction-Sum of the first n Square Numbers
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A-Level Further Maths- A1-27 Proof by Induction- Inequality Example 2
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A-Level Further Maths B5-04 Complex Numbers- Cartesian to Modulus-Argument Form
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A-Level Further Maths B2-06 Complex Numbers- Square Rooting Complex Numbers
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A-Level Further Maths- A1-01 Proof by Induction: An Introduction
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A-Level Further Maths- A1-07 Proof by Induction- Sum(1:(r(r+1)))=n:(n+1)
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A-Level Further Maths B10-04 复数：任意复数的 n 次方根
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A-Level Further Maths- B1-02 复数：求解具有实系数的二次方程
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A-Level Further Maths- C4-02 Invariance- Determining if a Point is Invariant
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A-Level Further Maths- C3-18 3D Matrices- Reflection in the Plane y=0
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A-Level Further Maths- C3-14 矩阵：扩展推导复合角公式
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A-Level Further Maths B5-02 复数：求模数和自变量的示例
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A-Level Further Maths- C6-11 Inverse Matrices- Gauss-Jordan Elimination
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A-Level Further Maths- A1-08 Proof by Induction- Sum((2r-1)^2)=(1:3)n(4n^2-1)
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A-Level Further Maths- C1-13 矩阵：证明矩阵乘法是结合律
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A-Level Further Maths B8-13 De Moivre’s Theorem- Using the Theorem Part 5
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A-Level Further Maths B8-09 德莫弗尔定理：用cos(θ) 表示 cos(4θ)
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A-Level Further Maths- A1-21 Proof by Induction- Sequence u_(n+1) = (u_n):(1 + u
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A-Level Maths WHOLE COURSE RECAP
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A-Level Further Maths- C5-04 行列式：证明 2x2 矩阵的 det(AB)=det(A)xdet(B)
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A-Level Further Maths- C5-05 行列式：证明 2x2 矩阵 det(kA)=k^2det(A)