General-Y12 Methods
1. Functions
1. Teacher Notes for Functions
2. Student Notes for Functions
3. Linear Equations & Inequalities
4. Factorising Techniques
5. Solving of Quadratic Equations
6. The Discriminant
7. Odd,Even or neither Functions
8. Hybrid functions
9. Sums & Products Functions
10. Composite functions
11. Inverse functions
12. Power Functions
13. Synthetic Division (Simple Version)
14. Synthetic Division (Extended Version)
2. Transformations
1. Teacher Notes for Transformations
2. Student Notes for Transformations
3. Transforming Linear Graphs
4. Transforming Quadratic Graphs 1
5. Transforming Quadratic Graphs 2
6. Transforming Cubic Graphs 2
7. Transforming Square Root Function
8. Transforming Semi Circle Function
9. Transformations using Matrices
3. Exponentials & Logarithms
1. Transformations of The Exponential Function
2. Transformations of Exponential Functions (base change)
3. Transformations of the Natural Logarithm Function
4. Transformations of Logarithmic Functions (base change)
5. Solving Exponential Equations Videos
4. Circular Functions
1. Mr. Wain's Notes Book for Circular Functions
2. Student's Notes for Circular functions
3. Unit circle Introduction
4. Memorizing the Unit Circle
5. How to remember Exact Values
6. Evaluating Trigonometric Values
7. Evaluating Trigonometric Functions
8. The Sine Graph
9. The Cosine Graph
10. The Tangent Graph
11. Transforming Sine Function
12. Rubber Pencil Illusion
13. Transforming Cosine Function
14. Transforming Tangent Function
15. Graphing Videos
16. Solving Circular Functions Videos
5. Differentiation
1. Mr. Wain's Notes Book for Diffentiation
2. Student's Notes Book for Differentiation
3. An excellent Calculus resource
4. Slope of Tangent from First Principles
5. Basic derivative examples
6. Basic Differentiation Self Practice Sheet
7. Strictly Increasing/Decreasing Functions
8. Gradient of Tangent to Sketch the Derivative
9. Sketching the Derivative of a Function
10. Product Rule
11. Differentiation using Product Rule Self Practice Sheet
12. Differentiation using Quotient Rule Self Practice Sheet
13. The Quotient Rule for Derivatives
14. Differentiation of Exponents
15. Differentiation of Logarithms
16. First Derivative of Sine x Demonstrated by Graphical Method
17. Derivatives of Circular Functions
18. The Chain Rule
19. Differentiation with Chain Rule Self Practice Sheet
20. Complex derivatives
21. Nat Ayton's VCE Methods videos on Differentiation Rules
22. Continuity
23. Gradient of Tangent to Sketch the Derivative
6. Differentiation Applications
1. Tangents and Normals
2. Finding the Equation of a Tangent
3. Equation of the Tangent and Normal
4. Rates of Change
5. Displacement, Velocity and Acceleration
6. Maximum & Minimum Problems
7. Maximum/Minimum Videos
8. Types and Nature of Stationary Points
7. Integration
1. Integration Teacher Notes 2017
2. Approximations to Integrals
3. Integration Skills
4. primitive function
5. primitive function
6. primitive function
8. Discrete Probability
1. Discrete Probability Teacher Notes 2017
9. Continuous Probability
1. Continuous Probability & Stats Teacher's Note 2017
10. Exam Preparation
1. TI Mathematical Methods 2016 Exam Readiness video

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General-Y12 Methods

Andy Wain, Ronan Downes, Aug 27, 2020

Y12 Methods VCE Maths

Functions
1. Teacher Notes for Functions
2. Student Notes for Functions
3. Linear Equations & Inequalities
4. Factorising Techniques
5. Solving of Quadratic Equations
6. The Discriminant
7. Odd,Even or neither Functions
8. Hybrid functions
9. Sums & Products Functions
10. Composite functions
11. Inverse functions
12. Power Functions
13. Synthetic Division (Simple Version)
14. Synthetic Division (Extended Version)
Transformations
1. Teacher Notes for Transformations
2. Student Notes for Transformations
3. Transforming Linear Graphs
4. Transforming Quadratic Graphs 1
5. Transforming Quadratic Graphs 2
6. Transforming Cubic Graphs 2
7. Transforming Square Root Function
8. Transforming Semi Circle Function
9. Transformations using Matrices
Exponentials & Logarithms
1. Transformations of The Exponential Function
2. Transformations of Exponential Functions (base change)
3. Transformations of the Natural Logarithm Function
4. Transformations of Logarithmic Functions (base change)
5. Solving Exponential Equations Videos
Circular Functions
1. Mr. Wain's Notes Book for Circular Functions
2. Student's Notes for Circular functions
3. Unit circle Introduction
4. Memorizing the Unit Circle
5. How to remember Exact Values
6. Evaluating Trigonometric Values
7. Evaluating Trigonometric Functions
8. The Sine Graph
9. The Cosine Graph
10. The Tangent Graph
11. Transforming Sine Function
12. Rubber Pencil Illusion
13. Transforming Cosine Function
14. Transforming Tangent Function
15. Graphing Videos
16. Solving Circular Functions Videos
Differentiation
1. Mr. Wain's Notes Book for Diffentiation
2. Student's Notes Book for Differentiation
3. An excellent Calculus resource
4. Slope of Tangent from First Principles
5. Basic derivative examples
6. Basic Differentiation Self Practice Sheet
7. Strictly Increasing/Decreasing Functions
8. Gradient of Tangent to Sketch the Derivative
9. Sketching the Derivative of a Function
10. Product Rule
11. Differentiation using Product Rule Self Practice Sheet
12. Differentiation using Quotient Rule Self Practice Sheet
13. The Quotient Rule for Derivatives
14. Differentiation of Exponents
15. Differentiation of Logarithms
16. First Derivative of Sine x Demonstrated by Graphical Method
17. Derivatives of Circular Functions
18. The Chain Rule
19. Differentiation with Chain Rule Self Practice Sheet
20. Complex derivatives
21. Nat Ayton's VCE Methods videos on Differentiation Rules
22. Continuity
23. Gradient of Tangent to Sketch the Derivative
Differentiation Applications
1. Tangents and Normals
2. Finding the Equation of a Tangent
3. Equation of the Tangent and Normal
4. Rates of Change
5. Displacement, Velocity and Acceleration
6. Maximum & Minimum Problems
7. Maximum/Minimum Videos
8. Types and Nature of Stationary Points
Integration
1. Integration Teacher Notes 2017
2. Approximations to Integrals
3. Integration Skills
4. primitive function
5. primitive function
6. primitive function
Discrete Probability
1. Discrete Probability Teacher Notes 2017
Continuous Probability
1. Continuous Probability & Stats Teacher's Note 2017
Exam Preparation
1. TI Mathematical Methods 2016 Exam Readiness video

Information

1.

Functions

The basis of the Year 12 Methods Course is knowing the Functions. Students should know each functions properties, shape, key features in the basic form. Underpinning all the functions work is the ability to solve equations.