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VCE Specialist Mathematics
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1 Vectors  cartesian equations (incl 3D), planes, gaussian elimination and cross product)
1 Vectors  Linear Dependence and Independence
1 Vectors  Perpendicular Vectors, Modulus and Miscellaneous
1 Vectors  Scalar and Vector Resolutes
1 Vectors  The Angle Between Two Vectors
1 Vectors  Vector functions and Kinematics
2 Complex Numbers  Converting to Polar Form and De Moivre's Theorem
2 Complex Numbers  Factorising and Solving
3 Trigonometry  Compound and Double Angle Formulas, Symmetries and Identities (Year 11 Revision)
4 Differentiation  Differentiation (including Inverse Circular Functions)
4 Differentiation  Graphical Analysis Using Second Derivatives
4 Differentiation  Implicit Differentiation
4 Differentiation  Related Rates of Change
5 Functions  Absolute Value Functions
5 Functions  Hyperbolas, Ellipses and Circles
5 Functions  Reciprocal, Rational and Quotient Functions
6 Integration  Arc Length
6 Integration  Area Under a Curve
6 Integration  Integration Techniques: Miscellaneous
6 Integration  Integration Techniques: Substitution
6 Integration  Volumes of Solids of Revolution
7 Differential Equations  Direction (Slope) Fields
7 Differential Equations  Euler's Method
7 Differential Equations  InflowOutflow Mixing Problems
7 Differential Equations  Interpreting DEs, Verifying Solutions and Solving
7 Differential Equations  Separation of Variables
8 Kinematics  Alternate Forms: a(v), a(x), v(x), t(v), t(x)
8 Kinematics  Constant Acceleration Problems
8 Kinematics  VelocityTime Graphs and Basic x(t)  v(t)  a(t) Conversion
Logic and Proof
ℴ10. Probability and Statistics  Confidence Intervals for Means
ℴ10. Probability and Statistics  Hypothesis Testing
ℴ10. Probability and Statistics  Linear Combinations of Random Variables
ℴ10. Probability and Statistics  Sample Mean Distributions
ℴ11. Extended Response  Calculus
ℴ11. Extended Response  Calculus  Differential Equations
ℴ11. Extended Response  Complex Numbers
ℴ11. Extended Response  Kinematics
ℴ11. Extended Response  Probability and Statistics
ℴ11. Extended Response  Vector Functions
ℴ11. Extended Response  Vectors
X Complex Numbers  Relations in the Complex Plane
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48 Videos & Notes
How to get a 45+ in Specialist Maths
added by
Jadel
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1 Vectors  Linear Dependence and Independence
1 Vectors  Perpendicular Vectors, Modulus and Miscellaneous
1 Vectors  Scalar and Vector Resolutes
1 Vectors  The Angle Between Two Vectors
1 Vectors  Vector functions and Kinematics
2 Complex Numbers  Converting to Polar Form and De Moivre's Theorem
X Complex Numbers  Core Operations, Representations and Manipulations
2 Complex Numbers  Factorising and Solving
X Complex Numbers  Relations in the Complex Plane
3 Trigonometry  Compound and Double Angle Formulas, Symmetries and Identities (Year 11 Revision)
X Trigonometry  Inverse Circular Functions
X Trigonometry  Solving Trigonometric Equations
4 Differentiation  Differentiation (including Inverse Circular Functions)
4 Differentiation  Graphical Analysis Using Second Derivatives
4 Differentiation  Implicit Differentiation
4 Differentiation  Related Rates of Change
5 Functions  Absolute Value Functions
5 Functions  Hyperbolas, Ellipses and Circles
5 Functions  Reciprocal, Rational and Quotient Functions
6 Integration  Arc Length
6 Integration  Area Under a Curve
6 Integration  Integration Techniques: Miscellaneous
6 Integration  Integration Techniques: Substitution
6 Integration  Volumes of Solids of Revolution
7 Differential Equations  Direction (Slope) Fields
7 Differential Equations  Euler's Method
7 Differential Equations  InflowOutflow Mixing Problems
7 Differential Equations  Interpreting DEs, Verifying Solutions and Solving
7 Differential Equations  Separation of Variables
8 Kinematics  Alternate Forms: a(v), a(x), v(x), t(v), t(x)
8 Kinematics  Constant Acceleration Problems
8 Kinematics  VelocityTime Graphs and Basic x(t)  v(t)  a(t) Conversion
X Mechanics  Basics
X Mechanics  Equilibrium
X Mechanics  Inclined Planes and Pulleys
X Mechanics  Problems Involving Kinematics
ℴ10. Probability and Statistics  Confidence Intervals for Means
ℴ10. Probability and Statistics  Hypothesis Testing
ℴ10. Probability and Statistics  Linear Combinations of Random Variables
ℴ10. Probability and Statistics  Sample Mean Distributions
ℴ11. Extended Response  Calculus
ℴ11. Extended Response  Calculus  Differential Equations
ℴ11. Extended Response  Complex Numbers
ℴ11. Extended Response  Kinematics
X Extended Response  Mechanics
ℴ11. Extended Response  Probability and Statistics
ℴ11. Extended Response  Vector Functions
ℴ11. Extended Response  Vectors
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Check out how to get a 45+ in Specialist Maths!
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Sketching Inverse Circular Functions
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X Trigonometry  Inverse Circular Functions
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A quick overview for sketching inverse circular functions
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Vector functions  Peter Woolfe
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1 Vectors  Vector functions and Kinematics
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Videos on vector functions
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Equilibrium w/ Friction  Peter wolfe
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X Mechanics  Equilibrium
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Peter Wolfe explains friction and equilibrium
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Equilibrium  Peter Wolfe
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X Mechanics  Equilibrium
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Particles in equilibrium by Peter Wolfe
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Variable Forces  Peter Woolfe
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X Mechanics  Problems Involving Kinematics
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Variable forces
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Connected Particles  Peter Woolfe
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X Mechanics  Inclined Planes and Pulleys
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Resolving forces with connected particles
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Resolution of Forces and Inclined Planes  Peter Woolfe
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X Mechanics  Inclined Planes and Pulleys
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Peter Woolfe shows you how to resolve forces on an inclined plane
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Forces  Peter Woolfe
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X Mechanics  Basics
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Peter Woolfe discusses force and its resolution into orthogonal components.
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Expressions for Acceleration  Peter Woolfe
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8 Kinematics  Alternate Forms: a(v), a(x), v(x), t(v), t(x)
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Peter Woolfe's walkthrough of expressions for acceleration
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Kinematics where a=f(v) and v=f(x)
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8 Kinematics  Alternate Forms: a(v), a(x), v(x), t(v), t(x)
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This video screencast was created with Doceri on an iPad. Doceri is free in the iTunes app store. Learn more at http://www.doceri.com
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Velocity Time Graphs  Peter Woolfe
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8 Kinematics  VelocityTime Graphs and Basic x(t)  v(t)  a(t) Conversion
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Kinematics Velocity Time Graphs
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Constant Acceleration  Peter Woolfe
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8 Kinematics  Constant Acceleration Problems
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An overview of constant acceleration formulas with Peter Woolfe
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Basics of kinematics  Peter Woolfe
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8 Kinematics  VelocityTime Graphs and Basic x(t)  v(t)  a(t) Conversion
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Peter Woolfe gives you a thorough intro to kinematics
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Differential equations  Peter Woolfe
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7 Differential Equations  Interpreting DEs, Verifying Solutions and Solving
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Solving, verifying and interpreting DEs with Peter Woolfe
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Slope fields  Peter Woolfe
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7 Differential Equations  Direction (Slope) Fields
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Peter Woolfe goes through how to interpret slope fields
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Euler's Method  Peter Woolfe
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7 Differential Equations  Euler's Method
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Euler's method by Peter Woolfe
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Related Rates Examples  Peter Woolfe
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4 Differentiation  Related Rates of Change
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Peter Woolfe goes through some more related rates examples
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Volumes of Revolution  Peter Woolfe
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6 Integration  Volumes of Solids of Revolution
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Peter Woolfe discusses the interesting topic of volumes of revolutions. Explains a difficult concept in a clear manner.
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Areas Between Curves  Peter Woolfe
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6 Integration  Area Under a Curve
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Peter Woolfe illustrates how to find the area between curves
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