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Showing videos from
**Eddie Woo**
with a total of **3,991** videos

05:50 Using the Second Derivative (5 of 5: Where the concavity changes but f"(x) doesn't exist)

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05:43 Using the Second Derivative (4 of 5: Examples where f"(x)=0 doesn't mean Point of Inflexion)

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07:10 Using the Second Derivative (3 of 5: Why the Points of Inflexion may not exist when f"(x) = 0)

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09:12 Using the Second Derivative (2 of 5: Turning Point vs Stationary Point analogy)

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11:02 Using the Second Derivative (1 of 5: Finding the Point of Inflexion)

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12:14 Geometry of the Second Derivative (4 of 4: Why does the Derivative Graphs correlate?)

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10:22 Geometry of the Second Derivative (3 of 4: Finding the concavity of a circle)

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08:23 Geometry of the Second Derivative (2 of 4: Graphical correspondence of original and its derivatives)

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08:49 Geometry of the Second Derivative (1 of 4: Reviewing the Derivative)

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10:23 Division of Polynomials (2 of 2: Using Long Division to divide Polynomials)

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09:20 Division of Polynomials (1 of : Introduction to Multiplication and Division of Polynomials)

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07:23 Review of Polynomials (2 of 2: Multiplication of Polynomials)

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07:11 Review of Polynomials (1 of 2: The Addition & Subtraction of Polynomials)

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06:40 Complex Numbers (6 of 6: Finishing off the Proof)

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11:14 Complex Numbers (5 of 6: Complex Numbers Proofs [Using the Conjugate])

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07:12 Complex Numbers (4 of 6: Harder Complex Numbers Questions) [Student Requested Problem]

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07:54 Complex Numbers (3 of 6: Harder Complex Numbers Question) [Student Requested Problem]

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06:24 Complex Numbers (2 of 6: Solving Harder Complex Numbers Questions) [Student Requested Problem]

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10:36 Complex Numbers (1 of 6: Solving Harder Complex Numbers Questions) [Student requested problem]

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04:19 The Second Derivative (3 of 3: Using the Product Rule to Prove Theorems)

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07:30 The Second Derivative (2 of 3: Explaining dx²)

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07:20 The Second Derivative (1 of 3: Introducing Terminology)

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11:41 HSC Harder Parametrics Question (2 of 2: Breaking down the Question and Solving)

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10:43 HSC Harder Parametrics Question (1 of 2: Introducing the Question)

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06:26 Critical Values of Functions (2 of 2: Odd and Even Correspondence in derivatives and primitives)

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12:42 Critical Values of Functions (1 of 2: Insights produced by Critical Values)

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05:37 Polynomials (3 of 3: Multiplying Polynomials)

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07:19 Polynomials (2 of 3: Adding & Subtracting Polynomials)

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09:38 Polynomials (1 of 3: Introduction to Polynomials)

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06:16 Logarithms (1 of 1: Solving Logs with Pronumerals)

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09:11 Exploring Stationary Points (3 of 3: Principles for Choosing Values to Test for Stationary Points)

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07:34 Exploring Stationary Points (2 of 3: Introductory Examples regarding nature of Stationary Points)

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08:35 Exploring Stationary Points (1 of 3: In Depth Introduction to Stationary Points)

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06:22 HSC Wk6 Quiz Overview (Solving A Harder Circle Geometry Question)

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12:01 Harder Locus Problems (Student Requested Question: Parabola flipped 45*)

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08:03 Increasing & Decreasing (1 of 1: Harder Examples)

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10:58 Geometrical Applications of Calculus (4 of 4: Using the derivative for stationary points of a graph)

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08:53 Geometrical Applications of Calculus (3 of 4: Some Introductory Examples)

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04:32 Geometrical Applications of Calculus (2 of 4: Increasing, Decreasing or Stationary Points)

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09:57 Geometrical Applications of Calculus (1 of 4: An Introduction to the applications of calculus)

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12:45 DMT and Trig Identities (4 of 4: Using Multi-angle formula to solve polynomials)

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07:52 DMT and Trig Identities (3 of 4: Deriving tan expression from cos and sin)

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10:54 DMT and Trig Identities (2 of 4: Using De Moivre's Theorem and Binomial Expansions)

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08:31 DMT and Trig Identities (1 of 4: Deriving multi-angle identities with compound angles)

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06:28 Complex Conjugate Root Theorem (4 of 4: Using Factorisation to find patterns with Roots of Unity)

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10:29 Complex Conjugate Root Theorem (3 of 4: Geometrical Shape represented by Conjugate Root Theorem)

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12:22 Complex Conjugate Root Theorem (2 of 4: Introduction to the Conjugate Root Theorem)

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10:20 Complex Conjugate Root Theorem (1 of 4: Using DMT and Polar Form to solve for Complex Roots)

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08:34 Logarithms Review (4 of 4: Dealing with (logb)^2 and Logarithmic Quadratics)

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10:33 Logarithms Review (3 of 4: Using Logs to answer Compound Interest Questions)

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09:39 Logarithms Review: (2 of 4: Proving the Change of Base Law)

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11:14 Logarithms Review (1 of 4: Using Log Laws to solve Log Equations)

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05:18 Logarithmic Arithmetic (3 of 3: Using Logs to solve Exponential Equations)

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03:43 Logarithmic Arithmetic (2 of 3: Harder Numerical Examples)

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08:12 Logarithmic Arithmetic (1 of 3: Basic Numerical Examples)

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04:33 The Essential Log Laws

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05:31 Proof: Law of Adding Logarithms

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06:21 Introduction to Logarithms (2 of 2: Definition & Basic Principles)

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07:58 Introduction to Logarithms (1 of 2: Rethinking Exponentials)

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10:28 Complex Roots (5 of 5: Flowing Example - Solving z^6=64)

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03:52 Complex Roots (4 of 5: Through Polar Form Generating Solutions)

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09:51 Complex Roots (3 of 5: Through Polar Form Using De Moivre's Theorem)

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05:55 Complex Roots (1 of 5: Introduction)

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05:23 Using Inverse tan to find arguments? (2 of 2: Why it works... Sometimes)

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11:51 Using Inverse tan to find arguments? (1 of 2: Why it doesn't work... Sometimes)

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07:04 Graphs on the Complex Plane (4 of 4: Exploring how the argument traced the graph)

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10:30 Graphs on the Complex Plane (3 of 4: Geometry of arg(z)-arg(z-1))

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05:38 Graphs on the Complex Plane [Continued] (2 of 4: Finding Regions of Inequality by Testing Points)

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11:56 Graphs on the Complex Plane [Continued] (1 of 4: What's behind the graph?)

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10:26 Series and Sequences: HSC Question Help (2 of 2)

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11:00 Series and Sequences: HSC Question Help (1 of 2)

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13:18 Further Graphs on the Complex Plane (3 of 3: Geometrical Representation of Arguments)

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