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137k

Pearson's Correlation Coefficient (1 of 3: Unpacking the formula)

Eddie WooDec 14, 2022

PT13M12S

Proof: Mersenne primes

Eddie WooMay 21, 2021

22k

PT9M14S

Cumulative Frequency (1 of 2: Basic calculations)

Eddie WooDec 16, 2020

97k

PT6M44S

Pareto Charts (1 of 2: Rearranging the data)

Eddie WooDec 16, 2020

81k

60k

PT11M36S

The number behind an impossible building: 1,056,006

Eddie WooAug 19, 2020

35k

PT7M9S

Statistical Analysis Exam Review (4 of 6: Correlation coefficient)

Eddie WooMay 5, 2020

11k

PT7M

Statistical Analysis Exam Review (1 of 6: Stem & leaf plot, sample standard deviation)

Eddie WooApr 29, 2020

81k

Using the Chain (Function of a Function) Rule

Eddie WooNov 25, 2019

Leibniz's Derivative Notation (1 of 3: Overview)

Eddie WooNov 25, 2019

Leibniz's Derivative Notation (2 of 3: Finding equation of a tangent)

Eddie WooNov 25, 2019

Leibniz's Derivative Notation (3 of 3: Introducing the chain rule)

Eddie WooNov 2, 2019

Introduction to Radians (1 of 3: Comparing measurement systems)

Eddie WooOct 29, 2019

Calculating Perimeter

Eddie WooOct 29, 2019

Introduction to Radians (2 of 3: Developing an initial sense)

Eddie WooOct 29, 2019

Introduction to Radians (3 of 3: Formal definition & conversion)

Eddie WooOct 29, 2019

Area of a Trapezium

Eddie WooOct 29, 2019

PT12M38S

Areas of Composite Figures

Eddie WooJul 4, 2019

35k

PT9M23S

Exact Values (1 of 4: Radians vs. Degrees)

Eddie WooJun 25, 2019

17k

PT9M7S

Metric Units of Area

Eddie WooJun 23, 2019

11k

PT7M44S

Graphing Quadratics Equations (1 of 6: Why do we care about them?)

Eddie WooMar 16, 2019

23k

PT8M25S

Quadratic Factorisation (3 of 3: Interpreting quadratic solutions)

Eddie WooFeb 13, 2019

17k

PT7M52S

Quadratic Factorisation (2 of 3: Translating to a quadratic equation)

Eddie WooFeb 12, 2019

21k

PT11M5S

Completing the Square (1 of 2: How does it help?)

Eddie WooDec 22, 2017

20k

Introduction to Calculus (1 of 2: Seeing the big picture)

Eddie WooDec 16, 2015

PT10M41S

What happens when the power isn't a whole number? (Fractional Indices)

Eddie WooJul 4, 2014

624k

PT12M24S

Simpson's Rule: Deriving the Basic Form (1 of 2)

Eddie WooOct 16, 2013

32k

Featured Results

Present Value Tables (2 of 3: Retirement fund question)

Future Value Tables (2 of 2: Using the tables)

Introduction to Functions

Pearson's Correlation Coefficient (1 of 3: Unpacking the formula)

Proof: Mersenne primes

Cumulative Frequency (1 of 2: Basic calculations)

Pareto Charts (1 of 2: Rearranging the data)

Pareto Charts (2 of 2: Interpreting & recognising the 80-20 Principle)

Cumulative Frequency (2 of 2: Constructing & using an ogive)

Correlation (1 of 3: What does it measure?)

Correlation (3 of 3: Using technology to support calculations)

Probability Density Functions (1 of 7: Meeting the conditions)

The number behind an impossible building: 1,056,006

Statistical Analysis Exam Review (4 of 6: Correlation coefficient)

Statistical Analysis Exam Review (1 of 6: Stem & leaf plot, sample standard deviation)

Using the Chain (Function of a Function) Rule

Leibniz's Derivative Notation (1 of 3: Overview)

Leibniz's Derivative Notation (2 of 3: Finding equation of a tangent)

Leibniz's Derivative Notation (3 of 3: Introducing the chain rule)

Introduction to Radians (1 of 3: Comparing measurement systems)

Calculating Perimeter

Introduction to Radians (2 of 3: Developing an initial sense)

Introduction to Radians (3 of 3: Formal definition & conversion)

Area of a Trapezium

Areas of Composite Figures

Exact Values (1 of 4: Radians vs. Degrees)

Metric Units of Area

Graphing Quadratics Equations (1 of 6: Why do we care about them?)

Quadratic Factorisation (3 of 3: Interpreting quadratic solutions)

Quadratic Factorisation (2 of 3: Translating to a quadratic equation)

Completing the Square (1 of 2: How does it help?)

Introduction to Calculus (1 of 2: Seeing the big picture)

What happens when the power isn't a whole number? (Fractional Indices)

Simpson's Rule: Deriving the Basic Form (1 of 2)

Featured Results

Present Value Tables (2 of 3: Retirement fund question)

Future Value Tables (2 of 2: Using the tables)

Introduction to Functions

Pearson's Correlation Coefficient (1 of 3: Unpacking the formula)

Proof: Mersenne primes

Cumulative Frequency (1 of 2: Basic calculations)

Pareto Charts (1 of 2: Rearranging the data)

Pareto Charts (2 of 2: Interpreting & recognising the 80-20 Principle)

Cumulative Frequency (2 of 2: Constructing & using an ogive)

Correlation (1 of 3: What does it measure?)

Correlation (3 of 3: Using technology to support calculations)

Probability Density Functions (1 of 7: Meeting the conditions)

The number behind an impossible building: 1,056,006

Statistical Analysis Exam Review (4 of 6: Correlation coefficient)

Statistical Analysis Exam Review (1 of 6: Stem & leaf plot, sample standard deviation)

Using the Chain (Function of a Function) Rule

Leibniz's Derivative Notation (1 of 3: Overview)

Leibniz's Derivative Notation (2 of 3: Finding equation of a tangent)

Leibniz's Derivative Notation (3 of 3: Introducing the chain rule)

Introduction to Radians (1 of 3: Comparing measurement systems)

Calculating Perimeter

Introduction to Radians (2 of 3: Developing an initial sense)

Introduction to Radians (3 of 3: Formal definition & conversion)

Area of a Trapezium

Areas of Composite Figures

Exact Values (1 of 4: Radians vs. Degrees)

Metric Units of Area

Graphing Quadratics Equations (1 of 6: Why do we care about them?)

Quadratic Factorisation (3 of 3: Interpreting quadratic solutions)

Quadratic Factorisation (2 of 3: Translating to a quadratic equation)

Completing the Square (1 of 2: How does it help?)

Introduction to Calculus (1 of 2: Seeing the big picture)

What happens when the power isn't a whole number? (Fractional Indices)

Simpson's Rule: Deriving the Basic Form (1 of 2)

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