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

Differentiation and Integration of Exponential Functions (Example that combines both)07:34
Differentiation and Integration of Exponential Functions (Example that combines both)
3y4m ago
Integrating Exponential Functions (3 of 3: Seeking parallels with Areas of Logarthmic Functions)10:11
Integrating Exponential Functions (3 of 3: Seeking parallels with Areas of Logarthmic Functions)
3y4m ago
How to draw an ellipse like a boss00:14
How to draw an ellipse like a boss
3y4m ago
Integrating Exponential Functions (2 of 3: Finding the area under exponential curves)07:42
Integrating Exponential Functions (2 of 3: Finding the area under exponential curves)
3y4m ago
Integrating Exponential Functions (1 of 3: Strategies to find integrals of exponential functions)08:15
Integrating Exponential Functions (1 of 3: Strategies to find integrals of exponential functions)
3y4m ago
Mathematics Extension I (Term 1 Week 2 Quiz Walkthrough)06:14
Mathematics Extension I (Term 1 Week 2 Quiz Walkthrough)
3y4m ago
Expanding and Factorising (4 of 4: What is Substitution?)06:14
Expanding and Factorising (4 of 4: What is Substitution?)
3y4m ago
Expanding and Factorising (3 of 4: Introduction to expansion)03:33
Expanding and Factorising (3 of 4: Introduction to expansion)
3y4m ago
Expanding & Factorising (2 of 4: Using factors to solve expressions)06:22
Expanding & Factorising (2 of 4: Using factors to solve expressions)
3y4m ago
Expanding & Factorising (1 of 4: Taking advantage of factors to simplify fractional multiplication)06:47
Expanding & Factorising (1 of 4: Taking advantage of factors to simplify fractional multiplication)
3y4m ago
Strategies for Multiplication (2 of 2: Connecting Multiplication with Division)06:36
Strategies for Multiplication (2 of 2: Connecting Multiplication with Division)
3y5m ago
Strategies for Multiplication (1 of 2: Basic strategies to simplify larger multiplications)09:31
Strategies for Multiplication (1 of 2: Basic strategies to simplify larger multiplications)
3y5m ago
Harder Examples & Further Applications (Using 'u' to simplify differentiating exp/log functions)03:41
Harder Examples & Further Applications (Using 'u' to simplify differentiating exp/log functions)
3y5m ago
Using Calculus to Graph y = x – e^x11:50
Using Calculus to Graph y = x – e^x
3y5m ago
What is the base when you read "log x"?04:16
What is the base when you read "log x"?
3y5m ago
Differentiating x^x (3 of 3: Implicit Differentiation)07:34
Differentiating x^x (3 of 3: Implicit Differentiation)
3y5m ago
Differentiating x^x (2 of 3: By Changing the Base)04:58
Differentiating x^x (2 of 3: By Changing the Base)
3y5m ago
Differentiating x^x (1 of 3: Reviewing Derivatives of Exponentials & Logarithms)08:40
Differentiating x^x (1 of 3: Reviewing Derivatives of Exponentials & Logarithms)
3y5m ago
Establishing the Derivative of ln(x)05:39
Establishing the Derivative of ln(x)
3y5m ago
Differentiating Exponential Functions (3 of 3: Chain Rule)03:36
Differentiating Exponential Functions (3 of 3: Chain Rule)
3y5m ago
Differentiating Exponential Functions (2 of 3: Dealing with Any Base)08:30
Differentiating Exponential Functions (2 of 3: Dealing with Any Base)
3y5m ago
Differentiating Exponential Functions (1 of 3: A Visual Argument for the Derivative)10:08
Differentiating Exponential Functions (1 of 3: A Visual Argument for the Derivative)
3y5m ago
Products & Factors (2 of 2: Multiplying and Dividing Algebraic Fractions)05:46
Products & Factors (2 of 2: Multiplying and Dividing Algebraic Fractions)
3y5m ago
Products & Factors (1 of 2: Multiplying and Dividing Terms with Pronumerals)07:13
Products & Factors (1 of 2: Multiplying and Dividing Terms with Pronumerals)
3y5m ago
Rounding & Estimating (4 of 4: How it helps with multiplication)03:25
Rounding & Estimating (4 of 4: How it helps with multiplication)
3y5m ago
Rounding & Estimating (3 of 4: A quicker way)12:12
Rounding & Estimating (3 of 4: A quicker way)
3y5m ago
Rounding & Estimating (2 of 4: How does it work?)09:11
Rounding & Estimating (2 of 4: How does it work?)
3y5m ago
What is mathematical thinking? (2 of 2: Strange Squares)04:56
What is mathematical thinking? (2 of 2: Strange Squares)
3y5m ago
What is mathematical thinking? (1 of 2: Odd and Even Numbers)11:38
What is mathematical thinking? (1 of 2: Odd and Even Numbers)
3y5m ago
Reverse Chain Rule (i.e. Integration via Substitution)09:14
Reverse Chain Rule (i.e. Integration via Substitution)
3y5m ago
Difference Between Volumes (2 of 2: Investigating the relationship between Parabolas & Cylinders)05:02
Difference Between Volumes (2 of 2: Investigating the relationship between Parabolas & Cylinders)
3y5m ago
Difference between Volumes (1 of 2: Method to finding the difference between volumes)12:31
Difference between Volumes (1 of 2: Method to finding the difference between volumes)
3y5m ago
Spherical Volume (2 of 2: Derivation of the Volume of a Sphere through Solids of Revolution)06:56
Spherical Volume (2 of 2: Derivation of the Volume of a Sphere through Solids of Revolution)
3y5m ago
Conical Volume (1 of 2: Derivation of the Volume of a Cone through Solids of Revolution)08:36
Conical Volume (1 of 2: Derivation of the Volume of a Cone through Solids of Revolution)
3y5m ago
Solids of Revolution (3 of 3: Finding the Volume of an area rotated around the y axis)06:07
Solids of Revolution (3 of 3: Finding the Volume of an area rotated around the y axis)
3y5m ago
Solid of Revolution (2 of 3: Finding Volume of the Solid of Revolution using Volume of a cylinder)09:21
Solid of Revolution (2 of 3: Finding Volume of the Solid of Revolution using Volume of a cylinder)
3y5m ago
Solids of Revolution (1 of 3: What happens when you rotate an area around an axis?)10:32
Solids of Revolution (1 of 3: What happens when you rotate an area around an axis?)
3y5m ago
Area Between Two Curves (Solving a 'curve ball' styled question)05:37
Area Between Two Curves (Solving a 'curve ball' styled question)
3y5m ago
Another Paradox About Unity (Whats behind the index law root a x root b = root a x b)08:01
Another Paradox About Unity (Whats behind the index law root a x root b = root a x b)
3y5m ago
Areas Involving Multiple Curves (4 of 4: Generalising for a Formula to solve area between curves)06:24
Areas Involving Multiple Curves (4 of 4: Generalising for a Formula to solve area between curves)
3y5m ago
Areas Involving Multiple Curves (3 of 4: Finding Similarities between translated areas)07:46
Areas Involving Multiple Curves (3 of 4: Finding Similarities between translated areas)
3y5m ago
Areas Involving Multiple Curves (1 of 4: Separating the area into two components to solve)11:37
Areas Involving Multiple Curves (1 of 4: Separating the area into two components to solve)
3y5m ago
Areas Involving Multiple Curves (2 of 4: Finding a general formula to solve for area between curves)08:34
Areas Involving Multiple Curves (2 of 4: Finding a general formula to solve for area between curves)
3y5m ago
Composite Areas (3 of 3: Using dy instead of dx to simplify the working to solve the same problem)10:16
Composite Areas (3 of 3: Using dy instead of dx to simplify the working to solve the same problem)
3y5m ago
Composite Areas (2 of 3: Finding the Upper and Lower Bounds to solve the question of area)05:31
Composite Areas (2 of 3: Finding the Upper and Lower Bounds to solve the question of area)
3y5m ago
Composite Areas (1 of 3: Answering Questions about Area using Integrals)11:18
Composite Areas (1 of 3: Answering Questions about Area using Integrals)
3y5m ago
Indefinite Integrals (2 of 2: Finding the connection between Volumes, Areas and Corner Lengths)10:25
Indefinite Integrals (2 of 2: Finding the connection between Volumes, Areas and Corner Lengths)
3y5m ago
Indefinite Integrals (1 of 2: Making Connections with areas and volumes through integrals)08:23
Indefinite Integrals (1 of 2: Making Connections with areas and volumes through integrals)
3y5m ago
Complex Numbers Question (Finding the greatest value of |z| if |z-4/z|=2)12:43
Complex Numbers Question (Finding the greatest value of |z| if |z-4/z|=2)
3y5m ago
Integrals & Area (2 of 2: Finding Properties of Integrals with Odd and Even Integrands)11:47
Integrals & Area (2 of 2: Finding Properties of Integrals with Odd and Even Integrands)
3y5m ago
Integrals & Area (1 of 2: Finding the limitations of Integrals)10:16
Integrals & Area (1 of 2: Finding the limitations of Integrals)
3y6m ago
Area under Curves (Continued) (2 of 2: Why definite integrals do not take into account the constant)10:52
Area under Curves (Continued) (2 of 2: Why definite integrals do not take into account the constant)
3y6m ago
Area under Curves (Continued) (1 of 2: Relationship between Differentiation and Integration)11:04
Area under Curves (Continued) (1 of 2: Relationship between Differentiation and Integration)
3y6m ago
Mathematics Extension II paper review (3 of 3)07:12
Mathematics Extension II paper review (3 of 3)
3y6m ago
Mathematics Extension II paper review (2 of 3)04:40
Mathematics Extension II paper review (2 of 3)
3y6m ago
Mathematics Extension II paper review (1 of 3)06:05
Mathematics Extension II paper review (1 of 3)
3y6m ago
Area under Curves (4 of 4: Testing Riemann's Integral for areas under simpler relationships)05:42
Area under Curves (4 of 4: Testing Riemann's Integral for areas under simpler relationships)
3y6m ago
Area under Curves (3 of 4: Where do the components of Riemann's integral come from?)08:21
Area under Curves (3 of 4: Where do the components of Riemann's integral come from?)
3y6m ago
Area under Curves (2 of 4: Using Series to generalise Riemann's estimation for area under a curve)06:35
Area under Curves (2 of 4: Using Series to generalise Riemann's estimation for area under a curve)
3y6m ago
Areas under Curves (1 of 4: Using Rectangles with variable widths to estimate area under curves)09:32
Areas under Curves (1 of 4: Using Rectangles with variable widths to estimate area under curves)
3y6m ago
Volume within a Cone (3 of 3: Finding the Stationary Points to determine the maximum volume)10:59
Volume within a Cone (3 of 3: Finding the Stationary Points to determine the maximum volume)
3y6m ago
Volume within a Cone (2 of 3: Finding Volume in terms of a single variable to differentiate)09:26
Volume within a Cone (2 of 3: Finding Volume in terms of a single variable to differentiate)
3y6m ago
Volume within a Cone (1 of 3: Separating variables and constants for differentiation)09:52
Volume within a Cone (1 of 3: Separating variables and constants for differentiation)
3y6m ago
Polynomial Roots and Coefficients (5 of 5: Working with Viete's Results with introductory examples)08:54
Polynomial Roots and Coefficients (5 of 5: Working with Viete's Results with introductory examples)
3y6m ago
Polynomial Roots & Coefficients (4 of 5: Viete's Results continue to work when the formula breaks)07:42
Polynomial Roots & Coefficients (4 of 5: Viete's Results continue to work when the formula breaks)
3y6m ago
Polynomial Roots and Coefficients (3 of 5: Why are Viete's Results so profound?)06:12
Polynomial Roots and Coefficients (3 of 5: Why are Viete's Results so profound?)
3y6m ago
Polynomial Roots and Coefficients (2 of 5: Relationship of roots and coefficients in a Quartic)04:55
Polynomial Roots and Coefficients (2 of 5: Relationship of roots and coefficients in a Quartic)
3y6m ago
The locus of points traced by a spinning top00:21
The locus of points traced by a spinning top
3y6m ago
Polynomial Roots and Coefficients (1 of 5: Relationship between roots and coefficients of cubics)10:17
Polynomial Roots and Coefficients (1 of 5: Relationship between roots and coefficients of cubics)
3y6m ago
Polynomial Division (4 of 4: How the Factor Theorem assists Polynomial Curve Sketching)05:52
Polynomial Division (4 of 4: How the Factor Theorem assists Polynomial Curve Sketching)
3y6m ago
Polynomial Division (3 of 4: Where does the Remainder/Factor Theorem come from?)06:49
Polynomial Division (3 of 4: Where does the Remainder/Factor Theorem come from?)
3y6m ago
Polynomial Division (2 of 4: Introduction to Synthetic Polynomial Division)07:24
Polynomial Division (2 of 4: Introduction to Synthetic Polynomial Division)
3y6m ago