Showing videos from Eddie Woo with a total of 4,089 videos

Remainder & Factor Theorem (2 of 3: Fully factorising a polynomial)12:21
Remainder & Factor Theorem (2 of 3: Fully factorising a polynomial)
2m9D ago
Remainder & Factor Theorem (1 of 3: The division transformation)11:06
Remainder & Factor Theorem (1 of 3: The division transformation)
2m10D ago
Evolving with mathematics01:31
Evolving with mathematics
2m11D ago
Graphing Regions on the Cartesian Plane12:52
Graphing Regions on the Cartesian Plane
2m12D ago
Angles on Parallel Lines (2 of 2: Naming the relationships)08:05
Angles on Parallel Lines (2 of 2: Naming the relationships)
2m13D ago
Angles on Parallel Lines (1 of 2: Finding patterns)07:33
Angles on Parallel Lines (1 of 2: Finding patterns)
2m14D ago
Small Angle Approximations (4 of 4: Derivative of sin(x))07:34
Small Angle Approximations (4 of 4: Derivative of sin(x))
2m15D ago
Small Angle Approximations (3 of 4: Pure examples)06:04
Small Angle Approximations (3 of 4: Pure examples)
2m16D ago
Small Angle Approximations (2 of 4: Applied examples)07:46
Small Angle Approximations (2 of 4: Applied examples)
2m17D ago
Small Angle Approximations (1 of 4: Proof)10:40
Small Angle Approximations (1 of 4: Proof)
2m18D ago
Developing mastery through reflection01:43
Developing mastery through reflection
2m19D ago
Algebraic Expansion with Area11:01
Algebraic Expansion with Area
2m20D ago
Year 8 Quick Questions (Algebra and Area)11:24
Year 8 Quick Questions (Algebra and Area)
2m21D ago
Factorising Expressions13:24
Factorising Expressions
2m22D ago
Polynomial Division & Graphing (3 of 3: Relating the intercepts & graph shape)10:24
Polynomial Division & Graphing (3 of 3: Relating the intercepts & graph shape)
2m23D ago
Polynomial Division & Graphing (2 of 3: Factorising the whole polynomial)09:18
Polynomial Division & Graphing (2 of 3: Factorising the whole polynomial)
2m24D ago
Polynomial Division & Graphing (1 of 3: Performing long division)09:16
Polynomial Division & Graphing (1 of 3: Performing long division)
2m25D ago
Answers aren't everything02:07
Answers aren't everything
2m26D ago
Inverse Variation (4 of 4: Graphing principles)05:22
Inverse Variation (4 of 4: Graphing principles)
2m27D ago
Inverse Variation (3 of 4: Thinking visually about the hyperbola)11:35
Inverse Variation (3 of 4: Thinking visually about the hyperbola)
2m28D ago
Food Allergy Week03:43
Food Allergy Week
2m28D ago
Inverse Variation (2 of 4: The painter problem)11:10
Inverse Variation (2 of 4: The painter problem)
2m29D ago
Inverse Variation (1 of 4: Quick questions)04:29
Inverse Variation (1 of 4: Quick questions)
2m30D ago
Expanding Algebraic Expressions13:15
Expanding Algebraic Expressions
3m0D ago
Using the curriculum as a launchpad01:41
Using the curriculum as a launchpad
3m1D ago
Inverse Functions (4 of 4: Restricting the domain)08:11
Inverse Functions (4 of 4: Restricting the domain)
3m2D ago
Inverse Functions (3 of 4: Mutual inverses)08:05
Inverse Functions (3 of 4: Mutual inverses)
3m3D ago
Inverse Functions (2 of 4: Noticing the visual relationship)12:18
Inverse Functions (2 of 4: Noticing the visual relationship)
3m4D ago
Inverse Functions (1 of 4: Introduction via trigonometry)08:02
Inverse Functions (1 of 4: Introduction via trigonometry)
3m5D ago
Welcoming change for the future of maths01:33
Welcoming change for the future of maths
3m6D ago
Multiplying Functions Visually (3 of 3: Parabola × Parabola)04:27
Multiplying Functions Visually (3 of 3: Parabola × Parabola)
3m7D ago
Multiplying Functions Visually (2 of 3: Linear × Parabola)07:48
Multiplying Functions Visually (2 of 3: Linear × Parabola)
3m8D ago
Multiplying Functions Visually (1 of 3: Introduction)11:51
Multiplying Functions Visually (1 of 3: Introduction)
3m9D ago
Graphing Square Root Functions (3 of 3: Cubic example)09:49
Graphing Square Root Functions (3 of 3: Cubic example)
3m10D ago
Graphing Square Root Functions (2 of 3: Quadratic example)08:19
Graphing Square Root Functions (2 of 3: Quadratic example)
3m11D ago
Graphing Square Root Functions (1 of 3: Linear example)06:10
Graphing Square Root Functions (1 of 3: Linear example)
3m12D ago
What it means to be human01:30
What it means to be human
3m13D ago
Do It For Dolly00:57
Do It For Dolly
3m14D ago
Graphing Squared Functions (2 of 2: Cubic + semi-circle examples)03:49
Graphing Squared Functions (2 of 2: Cubic + semi-circle examples)
3m14D ago
Graphing Reciprocal Functions (4 of 4: Cubic + semi-circle examples)10:54
Graphing Reciprocal Functions (4 of 4: Cubic + semi-circle examples)
3m15D ago
Graphing Squared Functions (1 of 2: Linear + quadratic examples)09:26
Graphing Squared Functions (1 of 2: Linear + quadratic examples)
3m15D ago
Graphing Reciprocal Functions (3 of 4: Considering symmetry)07:01
Graphing Reciprocal Functions (3 of 4: Considering symmetry)
3m16D ago
Graphing Reciprocal Functions (2 of 4: Considering sign)09:31
Graphing Reciprocal Functions (2 of 4: Considering sign)
3m17D ago
Graphing Reciprocal Functions (1 of 4: Linear example)08:55
Graphing Reciprocal Functions (1 of 4: Linear example)
3m18D ago
Teaching at their point of need01:57
Teaching at their point of need
3m19D ago
Reflecting Functions (3 of 3: What happens when we graph -f(x)?)05:16
Reflecting Functions (3 of 3: What happens when we graph -f(x)?)
3m20D ago
Reflecting Functions (2 of 3: What happens when we graph f(-x)?)07:56
Reflecting Functions (2 of 3: What happens when we graph f(-x)?)
3m21D ago
Reflecting Functions (1 of 3: Setting up an example)07:52
Reflecting Functions (1 of 3: Setting up an example)
3m22D ago
Algebraic Substitution (2 of 2: Worked examples)10:03
Algebraic Substitution (2 of 2: Worked examples)
3m24D ago
Algebraic Substitution (1 of 2: What does it mean?)06:16
Algebraic Substitution (1 of 2: What does it mean?)
3m25D ago
Adapting teaching practice02:21
Adapting teaching practice
3m26D ago
Absolute Value Equations & Inequalities (4 of 4: Graphing to avoid unnecessary algebra)08:41
Absolute Value Equations & Inequalities (4 of 4: Graphing to avoid unnecessary algebra)
3m27D ago
Absolute Value Equations & Inequalities (3 of 4: Separate intervals)10:47
Absolute Value Equations & Inequalities (3 of 4: Separate intervals)
3m28D ago
Absolute Value Equations & Inequalities (2 of 4: Visualising the inequality)05:52
Absolute Value Equations & Inequalities (2 of 4: Visualising the inequality)
3m29D ago
Absolute Value Equations & Inequalities (1 of 4: Visualising an equation)10:07
Absolute Value Equations & Inequalities (1 of 4: Visualising an equation)
3m30D ago
Index Laws (2 of 2: Zero power)05:22
Index Laws (2 of 2: Zero power)
4m0D ago
Index Laws (1 of 2: Power of a power)07:04
Index Laws (1 of 2: Power of a power)
4m1D ago
Equation of a Semicircle11:14
Equation of a Semicircle
4m2D ago
Playfulness of mathematics02:29
Playfulness of mathematics
4m3D ago
Graphing Circles (4 of 4: Completing the square)10:39
Graphing Circles (4 of 4: Completing the square)
4m4D ago
Graphing Circles (3 of 4: Other centres/radii)09:06
Graphing Circles (3 of 4: Other centres/radii)
4m5D ago
Graphing Circles (2 of 4: Centering on the origin)09:14
Graphing Circles (2 of 4: Centering on the origin)
4m6D ago
Graphing Circles (1 of 4: Review of functions)08:23
Graphing Circles (1 of 4: Review of functions)
4m7D ago
Being a "Maths Person"?02:16
Being a "Maths Person"?
4m8D ago
Multiplying/Dividing Indices (3 of 3: Considering division)04:16
Multiplying/Dividing Indices (3 of 3: Considering division)
4m9D ago
Multiplying/Dividing Indices (2 of 3: Establishing a general rule)07:43
Multiplying/Dividing Indices (2 of 3: Establishing a general rule)
4m10D ago
Multiplying/Dividing Indices (1 of 3: Noticing the numerical pattern)06:04
Multiplying/Dividing Indices (1 of 3: Noticing the numerical pattern)
4m11D ago
Making mistakes & perspectives01:48
Making mistakes & perspectives
4m12D ago
Bridges of Konigsberg (3 of 3: Implications of vertex degree)11:33
Bridges of Konigsberg (3 of 3: Implications of vertex degree)
4m13D ago
Bridges of Konigsberg (2 of 3: Constructing the network diagram)06:58
Bridges of Konigsberg (2 of 3: Constructing the network diagram)
4m14D ago
Bridges of Konigsberg (1 of 3: Introduction)07:01
Bridges of Konigsberg (1 of 3: Introduction)
4m15D ago
Subtracting Functions (2 of 2: Quadratic — Linear)05:30
Subtracting Functions (2 of 2: Quadratic — Linear)
4m16D ago