Aim of this tutorial is not only to provide students with an excellent knowledge of the subject but, also:
 Filling up all possible gaps in knowledge and especially in algebra from previous grades.
 Rising up the knowledge of Linear and Quadratic relations to the highest possible standard, as those two areas are widely used on final VCE examination in Methods 3 & 4 but it is not in program for Methods 3 & 4.
 Developing algebra and concept based approach to the highest standard.
 Strategic approach to problem solving, especially textually formulated questions.
 Presentation of commonly made mistakes and technique how to avoid them.
 Understanding of final VCE examination requirement.
 Speeding up in working out questions while still maintaining high level of accuracy and correct expression of mathematical concepts.
 Dealing with different style of questions.
 Permanent revision of all concepts and topics studied earlier through out of most questions specifically designed for this purpose (revision while studying new topics).
Mathematical Methods 1 & 2


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92 h and 12 min 
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A Linear Equation and Graph

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10 h and 21 min 
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Sess. 1 
Linear Equations. Concepts and Practice 
1 h and 39 min 
$ 38 
Sess. 2 
Linear Simultaneous Equations. Concepts and Practice
Part 1 1 h and 34 min
Part 2 1 h and 44 min

3 h and 18 min 
$ 76 
Sess. 3 
Linear Function. Concepts and Examples 
1 h and 36 min 
$ 37 
Sess. 4 
Linear Equations and Functions. Practice
Part 1 1h and 39min
Part 2 1h and 5min
Part 3 1h and 4min

3 h and 48 min 
$ 87 
B Quadratic Polynomial. Quadratic Equations and Functions

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12 h and 25 min 
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Quadratic Polynomial. Solving Quadratic Equations. Concepts and Practice
Part 1 1h and 40min
Part 2 1h and 36min

3 h and 16 min 
$ 75 
Sess. 6 
Quadratic Function (Parabola). Theory, Features and Examples.
Part 1 1h and 27min
Part 2 1h and 4 min

2 h and 31 min 
$ 57 
Sess. 7 
Quadratics. Practice 1 
1 h and 31 min 
$ 35 
Sess. 8 
Quadratics. Practice 2
Part 1 1 h and 26 min
Part 2 1 h and 1 min

2 h and 27 min 
$ 56 
Sess. 9 
Quadratics. Practice 3
Part 1 1 h and 19 min
Part 2 1 h and 21 min

2 h and 40 min 
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C Cubic Polynomial. Cubic Equations and Functions

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7 h and 9 min 
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Sess. 10 
Cubic Polynomials. Concepts and Examples
Part 1 58 min
Part 2 1 h and 7 min

2 h and 5 min 
$ 48 
Sess. 11 
Cubic Equations. Concepts and Examples 
1 h and 11 min 
$ 27 
Sess. 12 
Cubic Equations. Concepts and Examples
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2 h 
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Sess. 13 
Cubic Equations and Functions. Practice 
1 h and 53 min 
$ 43 
D Functions, Relations and Transformation of Graphs

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9 h and 43 min 
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Sess. 14 
Functions and Relations. Key Definitions, Terminology and Concepts. 
1 h and 27 min 
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Sess. 15 
Transformations of Graphs. Key Techniques and rules 
1h and 28min 
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Sess. 16 
Transformation of Graphs. Practice 
1h and 47min 
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Sess. 17 
Transformation of Graphs. Practice Exam Style of Questions
Part 1 1 h and 26 min
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3 h and 23 min 
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Sess. 18 
Polynomial Functions.. Practice Exam Style 
1 h and 38 min 
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E Exp/Log Equations and Functions

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15 h and 51 min 
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Sess. 19 
Index and Logarithm Laws. Rules and Examples
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Part 2 1 h and 18 min
Part 3 57 min

3 h and 54 min 
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Sess. 20 
Exponential and Logarithmic Equations. Concepts and Examples 
1 h and 37 min 
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Sess. 21 
Exponential Equations. Practice
Part 1 1h and 37min
Part 2 1h
Part 3 1h and 14min

3 h and 51 min 
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Sess. 22 
Logarithmic Equations. Practice 
1 h and 47 min 
$ 41 
Sess. 23 
Exponential and Logarithmic Functions. Concepts and Examples 
1h and 51min 
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Sess. 24 
Exp/Logarithmic Equations and Functions. Practice
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Part 2 1 h and 28 min

2 h and 51 min 
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F Trigonometry

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12 h 
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Trigonometric Ratios, Unit Circle and Exact Values. Definitions, Concepts and Examples 
1 h and 36 min 
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Sess. 26 
Trigonometric Functions. Notes and Examples 
1 h and 34 min 
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Sess. 27 
Trigonometric Equations. Concepts and Examples
Part 1 1 h and 32 min
Part 2 58 min

2 h and 30 min 
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Sess. 28 
Trigonometry. Practice 1
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2 h and 56 min 
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Sess. 29 
Trigonometry. Practice 2
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3 h and 24 min 
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G Differentiation, Integration and Application

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24 h and 43 min 
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Sess. 30 
Rate of Change. Definitions and Examples
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Part 54min

2 h and 12 min 
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Sess. 31 
Differentiation. Definitions. Concepts and Examples 
1 h and 37 min 
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Sess. 32 
Differentiation. Practice 1 
1 h and 41 min 
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Sess. 33 
Differentiation. Practice 2
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2 h and 24 min 
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Sess. 34 
Further Differentiation. Product, Quotient and Chain Rule. Examples 
1 h and 23 min 
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Sess. 35 
Application of Differentiation. Theory. Concepts and Examples
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Part 2 1h and 31min

2 h and 39 min 
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Sess. 36 
Application of Differentiation. Practice 1
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Part 2 1h and 10min

2 h and 51 min 
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Sess. 37 
Application of Differentiation. Practice 2
Part 1 1h and 9min
Part 2 1h and 11min

2 h and 20 min 
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Sess. 38 
Application of Differentiation. Practice 3. Exam Style Questions
Part 1 1h and 7min
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2 h and 27 min 
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Sess. 39 
Integration and Application of Integration
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2 h and 15 min 
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Sess. 40 
Integration and Application of Integration. Practice
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2 h and 54 min 
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