Showing videos from Eddie Woo with a total of 4,051 videos

HSC Conics Geometry Question (3 of 4: Using the Focus-Directrix Definition)08:01
HSC Conics Geometry Question (3 of 4: Using the Focus-Directrix Definition)
3y3m ago
HSC Conics Geometry Question (2 of 4: Intercept of the Normal)05:52
HSC Conics Geometry Question (2 of 4: Intercept of the Normal)
3y4m ago
HSC Conics Geometry Question (1 of 4: Equation of the Normal)05:49
HSC Conics Geometry Question (1 of 4: Equation of the Normal)
3y4m ago
Rectangular Hyperbola (3 of 3: Finding the Foci and Directrices of Special Rectangular Hyperbola)05:29
Rectangular Hyperbola (3 of 3: Finding the Foci and Directrices of Special Rectangular Hyperbola)
3y4m ago
Rectangular Hyperbola (2 of 3: Special Rectangular Hyperbola)07:05
Rectangular Hyperbola (2 of 3: Special Rectangular Hyperbola)
3y4m ago
Rectangular Hyperbola (1 of 3: Working out the Eccentricity of the Rectangular Hyperbola)06:52
Rectangular Hyperbola (1 of 3: Working out the Eccentricity of the Rectangular Hyperbola)
3y4m ago
Bonuses, Leave Loading (3 of 3: Solving Questions regarding Bonuses and Leave Loading)03:08
Bonuses, Leave Loading (3 of 3: Solving Questions regarding Bonuses and Leave Loading)
3y4m ago
Bonuses, Leave Loading (2 of 3: Introduction to Bonuses and Leave Loading)11:54
Bonuses, Leave Loading (2 of 3: Introduction to Bonuses and Leave Loading)
3y4m ago
Bonuses, Leave Loading (1 of 3: Reviewing Commissions)05:48
Bonuses, Leave Loading (1 of 3: Reviewing Commissions)
3y4m ago
Chords on the Ellipse (3 of 3: Summary of Equations of Tangents, Normals and Chords)08:06
Chords on the Ellipse (3 of 3: Summary of Equations of Tangents, Normals and Chords)
3y4m ago
Chords on the Ellipse (1 of 3: Finding the Parametric Form of the Equation of the Chord)07:29
Chords on the Ellipse (1 of 3: Finding the Parametric Form of the Equation of the Chord)
3y4m ago
Tangents and Normals to the Ellipse (5 of 5: Using the Equation of the Tangent to solve questions)05:10
Tangents and Normals to the Ellipse (5 of 5: Using the Equation of the Tangent to solve questions)
3y4m ago
Tangents and Normals to the Ellipse (4 of 5: Using the Derivative to find equation of tangent)06:03
Tangents and Normals to the Ellipse (4 of 5: Using the Derivative to find equation of tangent)
3y4m ago
Tangents and Normals to the Ellipse (3 of 5: Finding the Cartesian Derivative)05:44
Tangents and Normals to the Ellipse (3 of 5: Finding the Cartesian Derivative)
3y4m ago
Tangents and Normals to the Ellipse (2 of 5: Finding the general equation of the tangent)07:51
Tangents and Normals to the Ellipse (2 of 5: Finding the general equation of the tangent)
3y4m ago
Tangents and Normals to the Ellipse (1 of 5: Applications of Parametric Equations)09:43
Tangents and Normals to the Ellipse (1 of 5: Applications of Parametric Equations)
3y4m ago
Commission (3 of 3: Real Life Applications of Commission)07:35
Commission (3 of 3: Real Life Applications of Commission)
3y4m ago
Commission (2 of 3: Solving Problems related to Commission)09:22
Commission (2 of 3: Solving Problems related to Commission)
3y4m ago
Commission (1 of 3: What is Commission? Why is it Awarded?)04:41
Commission (1 of 3: What is Commission? Why is it Awarded?)
3y4m ago
Parametric Equations of the Conic Sections (2 of 2: Proving the Parametric equations of Hyperbolas)08:50
Parametric Equations of the Conic Sections (2 of 2: Proving the Parametric equations of Hyperbolas)
3y4m ago
Parametric Equations of Conic Sections (1 of 2: Derivation from Cartesian Equations)07:42
Parametric Equations of Conic Sections (1 of 2: Derivation from Cartesian Equations)
3y4m ago
Features of the Hyperbola (3 of 3: Proving Rectangular Hyperbola using Asymptotes)04:50
Features of the Hyperbola (3 of 3: Proving Rectangular Hyperbola using Asymptotes)
3y4m ago
Features of the Hyperbola (2 of 3: Finding the Asymptotes and Conjugate Hyperbola)08:44
Features of the Hyperbola (2 of 3: Finding the Asymptotes and Conjugate Hyperbola)
3y4m ago
Features of the Hyperbola (1 of 3: Comparisons between algebra of Ellipses & Hyperbola)09:10
Features of the Hyperbola (1 of 3: Comparisons between algebra of Ellipses & Hyperbola)
3y4m ago
The Hyperbola (4 of 4: Features of the Hyperbola how the conic sections relate to each other)09:48
The Hyperbola (4 of 4: Features of the Hyperbola how the conic sections relate to each other)
3y4m ago
The Hyperbola (3 of 4: Using Limits to find out what happens at the extremities)07:28
The Hyperbola (3 of 4: Using Limits to find out what happens at the extremities)
3y4m ago
The Hyperbola (2 of 4: Using the Eccentricity to find a new shape)08:33
The Hyperbola (2 of 4: Using the Eccentricity to find a new shape)
3y4m ago
The Hyperbola (1 of 4: What happens when e is greater than 1)07:40
The Hyperbola (1 of 4: What happens when e is greater than 1)
3y4m ago
Chords on the Ellipse (2 of 3: Exploring equations of Special Chords)06:27
Chords on the Ellipse (2 of 3: Exploring equations of Special Chords)
3y4m ago
Primes and Composites (3 of 3: Applications of Primes and Composites)03:54
Primes and Composites (3 of 3: Applications of Primes and Composites)
3y4m ago
Primes and Composites (2 of 3: Introducing Primes of Composites)11:35
Primes and Composites (2 of 3: Introducing Primes of Composites)
3y4m ago
Primes and Composites (1 of 3: Review of Long Division)05:22
Primes and Composites (1 of 3: Review of Long Division)
3y4m ago
Alternative Locus Definition for the Ellipse (2 of 2: Implication of Proof on the Ellipse)06:39
Alternative Locus Definition for the Ellipse (2 of 2: Implication of Proof on the Ellipse)
3y4m ago
Alternative Locus Definition of an Ellipse (1 of 2: Algebraically finding Locus of an Ellipse)11:41
Alternative Locus Definition of an Ellipse (1 of 2: Algebraically finding Locus of an Ellipse)
3y4m ago
Further Work on the Ellipse (4 of 4: How to tell which axis is "major" or "minor")02:32
Further Work on the Ellipse (4 of 4: How to tell which axis is "major" or "minor")
3y4m ago
Further Work on the Ellipse (3 of 4: Completing the Square to find the general form of the Ellipse)11:36
Further Work on the Ellipse (3 of 4: Completing the Square to find the general form of the Ellipse)
3y4m ago
Further Work on the Ellipse (2 of 4: Vertical Translation and changes to foci and directrices)11:01
Further Work on the Ellipse (2 of 4: Vertical Translation and changes to foci and directrices)
3y4m ago
Further Work on the Ellipse (1 of 4: Forms for the Ellipse)09:11
Further Work on the Ellipse (1 of 4: Forms for the Ellipse)
3y4m ago
Overview of FM1 (2 of 2: Working out Wages and Salaries)07:46
Overview of FM1 (2 of 2: Working out Wages and Salaries)
3y4m ago
Overview of FM1 (1 of 2: Breakdown of Income Streams, Auxiliary Income and Costs)07:15
Overview of FM1 (1 of 2: Breakdown of Income Streams, Auxiliary Income and Costs)
3y4m ago
Introduction to Conics (8 of 8: Why is Eccentricity called Eccentricity?)08:22
Introduction to Conics (8 of 8: Why is Eccentricity called Eccentricity?)
3y4m ago
Introduction to Conics (7 of 8: Finding the critical relationship between a and b on an Ellipse)08:17
Introduction to Conics (7 of 8: Finding the critical relationship between a and b on an Ellipse)
3y4m ago
Introduction to Conics (6 of 8: Using Eccentricity to locate the foci of the Ellipse)05:18
Introduction to Conics (6 of 8: Using Eccentricity to locate the foci of the Ellipse)
3y4m ago
Introduction to Conics (5 of 8: Using Eccentricity to locate of Directrices of the Ellipse)09:31
Introduction to Conics (5 of 8: Using Eccentricity to locate of Directrices of the Ellipse)
3y4m ago
Introduction to Conics (4 of 8: Link between the distance from directrices and foci to a point)09:53
Introduction to Conics (4 of 8: Link between the distance from directrices and foci to a point)
3y4m ago
Introduction to Conics (3 of 8: Finding the link between the difference in ratio)10:52
Introduction to Conics (3 of 8: Finding the link between the difference in ratio)
3y4m ago
Introduction to Conics (2 of 8: Correlation between 'Whispering Galleries', Circles and Parabolas)10:40
Introduction to Conics (2 of 8: Correlation between 'Whispering Galleries', Circles and Parabolas)
3y4m ago
Introduction to Conics (1 of 8: The Link between areas of all geometrical shapes)04:43
Introduction to Conics (1 of 8: The Link between areas of all geometrical shapes)
3y4m ago
Square Roots & Cube Roots (3 of 3: Exploring Operations on the Calculator)09:21
Square Roots & Cube Roots (3 of 3: Exploring Operations on the Calculator)
3y4m ago
Square Roots & Cube Roots (2 of 3: Notation Surrounding Square and Cube Roots)10:16
Square Roots & Cube Roots (2 of 3: Notation Surrounding Square and Cube Roots)
3y4m ago
Square Roots & Cube Roots (1 of 3: Introducing Index Notation)04:31
Square Roots & Cube Roots (1 of 3: Introducing Index Notation)
3y4m ago
Further Equations (2 of 2: Solving Equations by collecting like terms)05:40
Further Equations (2 of 2: Solving Equations by collecting like terms)
3y4m ago
Further Equations (1 of 2: Introductory Examples)04:07
Further Equations (1 of 2: Introductory Examples)
3y4m ago
Equations with Fractions (3 of 3: Multiple Common Denominators)02:21
Equations with Fractions (3 of 3: Multiple Common Denominators)
3y4m ago
Equations with Fractions (2 of 3: Trickier Example)03:13
Equations with Fractions (2 of 3: Trickier Example)
3y4m ago
Equations with Fractions (1 of 3: Simple Example)06:16
Equations with Fractions (1 of 3: Simple Example)
3y4m ago
Solving Simple Linear Equations12:38
Solving Simple Linear Equations
3y4m ago
Rounding & Estimating (1 of 4: Why is it useful? - reupload)10:15
Rounding & Estimating (1 of 4: Why is it useful? - reupload)
3y4m ago
Graphing Log Function with Calculus (3 of 3: Sketching the Curve)09:12
Graphing Log Function with Calculus (3 of 3: Sketching the Curve)
3y4m ago
Graphing Log Function with Calculus (2 of 3: Understanding the Derivative)08:13
Graphing Log Function with Calculus (2 of 3: Understanding the Derivative)
3y4m ago
Graphing Log Function with Calculus (1 of 3: Finding Domain and Derivative)10:58
Graphing Log Function with Calculus (1 of 3: Finding Domain and Derivative)
3y4m ago
Derivative of natural logarithmic functions (Discovering the connections between each)03:54
Derivative of natural logarithmic functions (Discovering the connections between each)
3y4m ago
Exploring limits of lnx/x (2 of 2: Using a geometrical argument to help with the integration)07:53
Exploring limits of lnx/x (2 of 2: Using a geometrical argument to help with the integration)
3y4m ago
Exploring limits of lnx/x (1 of 2: Using Integration to solve previously 'unsolvable' equations)08:36
Exploring limits of lnx/x (1 of 2: Using Integration to solve previously 'unsolvable' equations)
3y4m ago
Solving Equations (Outlining the purpose of 'solving an equation')05:37
Solving Equations (Outlining the purpose of 'solving an equation')
3y4m ago
Calculus of Exponential Products (3 of 3: Using the insight from previous parts to sketch function)08:07
Calculus of Exponential Products (3 of 3: Using the insight from previous parts to sketch function)
3y4m ago
Calculus of Exponential Products (2 of 3: Comparing the Behaviour at the extremities to find POIs)06:43
Calculus of Exponential Products (2 of 3: Comparing the Behaviour at the extremities to find POIs)
3y4m ago
Calculus of Exponential Products (1 of 3: Finding the Intercepts and Turning Points)07:29
Calculus of Exponential Products (1 of 3: Finding the Intercepts and Turning Points)
3y4m ago
Integration of Logrithmic Functions (Purpose of the Absolute values in the Integral)07:56
Integration of Logrithmic Functions (Purpose of the Absolute values in the Integral)
3y4m ago
Substitution into Mathematical Formulas (3 of 3: Real World Applications of substitution)05:48
Substitution into Mathematical Formulas (3 of 3: Real World Applications of substitution)
3y4m ago
Substitution into Mathematical Formulas (2 of 3: Adaptation of Mathematical Formulas for Maths)09:15
Substitution into Mathematical Formulas (2 of 3: Adaptation of Mathematical Formulas for Maths)
3y4m ago
Substitution into mathematical formulas (1 of 3 : Expanding and simplifying)03:16
Substitution into mathematical formulas (1 of 3 : Expanding and simplifying)
3y4m ago