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

08:51 Variation (1 of 3: Introduction)

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04:28 Quotient Rule (2 of 2: Examples & warnings)

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10:04 Quotient Rule (1 of 2: Derivation)

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05:35 Product Rule (2 of 2: Applying it to example functions)

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12:13 Product Rule (1 of 2: Derivation)

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06:24 Review of Differentiation Rules

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06:53 Chain Rule (3 of 3: Proving a circle property)

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04:03 Chain Rule (2 of 3: Combining derivatives)

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01:49 Commonwealth Bank Teaching Awards (Eddie Woo)

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08:06 Chain Rule (1 of 3: Introducing a substitution)

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04:59 Logarithm Laws (3 of 3: Powers & coefficients)

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05:34 Logarithm Laws (2 of 3: Subtracting logarithms)

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09:28 Logarithm Laws (1 of 3: Adding logarithms)

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05:00 Unpacking a multi-part time zone / flight time question

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05:27 Daylight Saving Time

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08:52 Antipodal Points

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12:53 Equations of Tangents & Normals

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04:05 Introduction to Logarithms (2 of 2: Numerical examples)

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07:53 Introduction to Logarithms (1 of 2: Definition)

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04:51 Inequalities on a Number Line

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08:07 Simultaneous Exponential Equations

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06:59 Standard Time Zones (3 of 3: Example questions)

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12:43 Standard Time Zones (2 of 3: Important time zones)

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07:57 Standard Time Zones (1 of 3: Why do they exist?)

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10:28 Local Time (2 of 2: International Date Line, example questions)

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07:41 Local Time (1 of 2: Understanding the basics)

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06:24 Why is problem solving important in mathematics?

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05:18 Tricky Log Questions (4 of 4: Graphing by considering transformations)

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06:31 Tricky Log Questions (3 of 4: Combining terms & solving an equation)

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05:45 Tricky Log Questions (2 of 4: Applying the power law)

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03:04 Tricky Log Questions (1 of 4: Converting logs to exponentials)

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11:56 Applications of First Principles (4 of 4: Developing the power rule)

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06:03 Applications of First Principles (3 of 4: The function √x)

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08:26 Applications of First Principles (2 of 4: The function 1/x)

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10:32 Applications of First Principles (1 of 4: Refining language and notation)

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09:59 The Problem of Tangents (4 of 4: Finding a tangent's equation)

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00:23 teach.NSW Facebook live chat tomorrow!

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08:09 The Problem of Tangents (3 of 4: Gradient function of x²)

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09:59 The Problem of Tangents (2 of 4: First Principles)

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11:10 The Problem of Tangents (1 of 4: Gradient as a function)

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02:55 Graphing Rational Functions (4 of 4: Harder examples)

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07:55 Graphing Rational Functions (3 of 4: Initial examples)

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07:19 Graphing Rational Functions (2 of 4: Overall strategy)

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09:07 Graphing Rational Functions (1 of 4: Products and their signs)

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05:37 Multiple Inequality Regions (2 of 2: Union of regions)

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11:31 Multiple Inequality Regions (1 of 2: Intersection of regions)

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05:37 Inequality Regions (3 of 3: The sneaky semi-circle)

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11:44 Inequality Regions (2 of 3: Inequalities with curved boundaries)

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07:19 Inequality Regions (1 of 3: Comparison to 1-dimensional inequalities)

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09:08 Solving a Logarithmic Equation with Domain Restrictions

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07:15 Equations & Formulas

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05:02 Y10 Review Questions (Solving quadratic equations)

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11:07 Geometry of the Earth (3 of 3: Measuring latitude & longitude)

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04:55 Geometry of the Earth (2 of 3: Example conceptual questions)

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13:09 Geometry of the Earth (1 of 3: Basic shapes & ideas)

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28:09 Australian Story: Channelling Mr. Woo

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11:16 Continuity: Definitions & basic concept

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09:13 Solving Simple Cubic Equations

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11:26 Evaluating a Series of Related Fractions (2 of 2: Completing the solution)

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11:09 Evaluating a Series of Related Fractions (1 of 2: Exploring the problem)

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05:11 Constructing an equation to solve a problem

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08:26 Solving Quadratic Equations (2 of 2: Using factorisation)

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06:13 Solving Quadratic Equations (1 of 2: What does it mean?) + review questions

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10:57 Using the k-method to find a line equation

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02:27 Simplifying an Expression with Index Laws

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09:13 Equation Reducible to a Quadratic (Trigonometric Substitution)

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09:20 Equations with Algebraic Fractions

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09:19 Interpreting Graphs of Credit/Borrowing (2 of 2: Four example questions)

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08:59 Interpreting Graphs of Credit/Borrowing (1 of 2: What do the graphs mean?)

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02:51 Why do I teach mathematics? (CESE Interview)

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10:35 Limits & Continuity (3 of 3: Applications to graphs)

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07:27 Limits & Continuity (2 of 3: Limits that exists when functions don't)

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