# Resource types

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### 3GP Mobile Phone

### Community Project

### Facts & Formulae Leaflets

### Guides

### iPOD Video

- Arithmetic and Geometric Progressions
- Co-ordinate geometry of a circle
- Completing the square
- Completing the square - maxima and minima
- Complex arithmetic
- Decimals
- Equation of a straight line including gradient & intercept
- Expanding, or removing, brackets
- Factorising quadratic expressions
- Fractions
- Limits of functions
- Limits of sequences
- Logarithms
- Mathematical Language
- Other conic sections (ellipse, hyperbola, parabola)
- Partial fractions
- Pascal's triangle and the binomial expansion
- Percentages
- Polynomial Division
- Powers or indices
- Properties of Straight Line Segments

- Ratio
- Rules of Arithmetic
- Sigma notation
- Simple functions, function notation, & graphs
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Solution of linear & quadratic inequalities
- Solving Cubic Equations
- Solving quadratic equations
- Substitution & formulae
- Surds & other roots
- The Argand Diagram and Polar form
- The Gradient of a Straight Line Segment
- The scalar product
- The vector product
- Transposition of formulae
- Trig ratios in a right angled triangle
- Trigonometric ratios in all quadrants
- Vectors, addition, subtraction & scalar multiplication

### Motivating Mathematics

### Practice & Revision

- Chain rule
- Completing the square
- Differentiation of functions defined parametrically
- Expanding, or removing, brackets
- Factorising quadratic expressions
- Factorising simple expressions
- Fractions
- Integration as the reverse of differentiation
- Integration by parts
- Integration by substitution
- Integration requiring use of trigonometric identities
- Integration that leads to log functions
- Integration using partial fractions
- Numeracy Skills

- Partial fractions
- Powers or indices
- Product rule
- Quotient rule
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Solving polynomial equations
- Solving quadratic equations
- Substitution & formulae
- Surds & other roots
- Transposition of formulae
- Use of a table & standard rules
- Use of a table of derivatives and standard rules

### Quick Reference

- Arithmetic & geometric sequences and series
- Arithmetic and Geometric Progressions
- Chain rule
- Completing the square
- Complex arithmetic
- Decimals
- Determinants
- Differential Equations
- Differentiation from first principles
- Direct proof
- Drug dose calculations
- Eigenvalues and eigenvectors
- Expanding, or removing, brackets
- Exponential & logarithm functions
- Factorising quadratic expressions
- Factorising simple expressions
- Forces and Newton's laws of motion
- Fractions
- Hyperbolic Functions
- Impact and Momentum
- Integration as a summation
- Integration as the reverse of differentiation
- Integration by parts
- Integration by substitution
- Introduction to mechanics
- Inverse
- Linear functions and graphs, including gradient
- Logarithms
- Matrix arithmetic
- Notation
- Numeracy Skills
- Partial fractions
- Percentages
- Polar co-ordinates

- Powers or indices
- Product rule
- Proof by induction
- Pythagoras' theorem and applications to basic problems
- Quotient rule
- Radian measure
- Ratio
- Rules of Arithmetic
- Simple applications e.g. finding areas and volumes
- Simple functions, function notation, & graphs
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Sine & cosine formulae
- Solution of equations
- Solution of linear & quadratic inequalities
- Solving quadratic equations
- Substitution & formulae
- Surds & other roots
- Symbols
- The Argand Diagram and Polar form
- The exponential form
- The scalar product
- The vector product
- Transposition of formulae
- Trig ratios in a right angled triangle
- Trigonometric functions
- Trigonometric identities
- Trigonometric ratios in all quadrants
- Units and prefixes
- Use of a table & standard rules
- Use of a table of derivatives and standard rules
- Vectors, addition, subtraction & scalar multiplication

### Staff Resources

### Teach Yourself

- Applications to finding tangents and normals
- Arithmetic & geometric sequences and series
- Arithmetic and Geometric Progressions
- Cartesian components, magnitude, addition, subtraction, scalar multiplication
- Chain rule
- Co-ordinate geometry of a circle
- Completing the square
- Completing the square - maxima and minima
- Composition of functions
- Convergence of an infinite series
- Decimals
- Differential Equations
- Differentiation by taking logs
- Differentiation from first principles
- Differentiation of functions defined parametrically
- Equation of a straight line including gradient & intercept
- Expanding, or removing, brackets
- Exponential & logarithm functions
- Factorising quadratic expressions
- First order differential equations
- Fractions
- Hyperbolic Functions
- Implicit differentiation
- Integration as a summation
- Integration as the reverse of differentiation
- Integration by parts
- Integration by substitution
- Integration requiring use of trigonometric identities
- Integration that leads to log functions
- Integration using partial fractions
- Inverse functions
- Limits of functions
- Limits of sequences
- Linear functions and graphs, including gradient
- Logarithms
- Mathematical Language
- Maxima & minima
- Notation
- Other conic sections (ellipse, hyperbola, parabola)
- Partial fractions
- Pascal's triangle & Binomial expansion
- Pascal's triangle and the binomial expansion
- Percentages

- Polar co-ordinates
- Polynomial Division
- Polynomial functions
- Powers or indices
- Product rule
- Properties of Straight Line Segments
- Pythagoras' theorem and applications to basic problems
- Quotient rule
- Radian measure
- Ratio
- Rules of Arithmetic
- Second order differential equations
- Sigma notation
- Simple applications e.g. finding areas and volumes
- Simple functions, function notation, & graphs
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Sine & cosine formulae
- Solution of linear & quadratic inequalities
- Solving Cubic Equations
- Solving polynomial equations
- Solving quadratic equations
- Solving trigonometric equations
- Substitution & formulae
- Surds & other roots
- Symbols
- The Gradient of a Straight Line Segment
- The addition formulae
- The double angle formula
- The form R cos x minus alpha
- The scalar product
- The vector product
- Transposition of formulae
- Trig functions: cosec. sec. cot
- Trig ratios in a right angled triangle
- Trigonometric functions
- Trigonometric identities
- Trigonometric ratios in all quadrants
- Use of a table & standard rules
- Use of a table of derivatives and standard rules
- Vectors, addition, subtraction & scalar multiplication

### Test Yourself

- Applications to finding tangents and normals
- Arithmetic & geometric sequences and series
- Arithmetic and Geometric Progressions
- Cartesian components, magnitude, addition, subtraction, scalar multiplication
- Chain rule
- Co-ordinate geometry of a circle
- Completing the square
- Completing the square - maxima and minima
- Complex arithmetic
- Composition of functions
- Convergence of an infinite series
- Cosine Formulae. Sine form. Area of triangle form
- De Moivre's Theorem
- Decimals
- Determinants
- Differential Equations
- Differentiation by taking logs
- Differentiation from first principles
- Differentiation of functions defined parametrically
- Eigenvalues and eigenvectors
- Equation of a straight line including gradient & intercept
- Expanding, or removing, brackets
- Exponential & logarithm functions
- Factorising quadratic expressions
- Factorising simple expressions
- First order differential equations
- Fractions
- Hyperbolic Functions
- Implicit differentiation
- Integration as a summation
- Integration as the reverse of differentiation
- Integration by parts
- Integration by substitution
- Integration requiring use of trigonometric identities
- Integration that leads to log functions
- Integration using partial fractions
- Inverse functions
- Limits of functions
- Limits of sequences
- Linear functions and graphs, including gradient
- Logarithms
- Matrix arithmetic
- Maxima & minima
- Notation
- Numeracy Skills
- Other conic sections (ellipse, hyperbola, parabola)
- Partial differentiation
- Partial fractions
- Pascal's triangle & Binomial expansion

- Pascal's triangle and the binomial expansion
- Percentages
- Polar co-ordinates
- Polynomial Division
- Polynomial functions
- Powers or indices
- Product rule
- Properties of Straight Line Segments
- Pythagoras' theorem and applications to basic problems
- Quotient rule
- Radian measure
- Ratio
- Roots of polynomials
- Rules of Arithmetic
- Second order differential equations
- Sigma notation
- Simple applications e.g. finding areas and volumes
- Simple functions, function notation, & graphs
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Sine & cosine formulae
- Solution of equations
- Solution of linear & quadratic inequalities
- Solving Cubic Equations
- Solving polynomial equations
- Solving quadratic equations
- Solving trigonometric equations
- Substitution & formulae
- Surds & other roots
- Symbols
- The Argand Diagram and Polar form
- The Gradient of a Straight Line Segment
- The addition formulae
- The double angle formula
- The exponential form
- The form R cos x minus alpha
- The scalar product
- The vector product
- Transposition of formulae
- Trig functions: cosec. sec. cot
- Trig ratios in a right angled triangle
- Trigonometric functions
- Trigonometric identities
- Trigonometric ratios in all quadrants
- Use of a table & standard rules
- Use of a table of derivatives and standard rules
- Vectors, addition, subtraction & scalar multiplication

### Third Party Resources

- Arithmetic and Geometric Progressions
- Chain rule
- Completing the square
- Completing the square - maxima and minima
- Cosine Formulae. Sine form. Area of triangle form
- Decimals
- Differentiation from first principles
- Drug dose calculations
- Expanding, or removing, brackets
- Factorising quadratic expressions
- Factorising simple expressions
- Fractions
- Integration as a summation
- Linear functions and graphs, including gradient
- Logarithms
- Mathematical Language
- Maxima & minima
- Notation
- Numeracy Skills
- Partial fractions
- Pascal's triangle and the binomial expansion
- Percentages

- Polynomial Division
- Powers or indices
- Product rule
- Pythagoras' theorem and applications to basic problems
- Ratio
- Rules of Arithmetic
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Solution of linear & quadratic inequalities
- Solving Cubic Equations
- Solving polynomial equations
- Solving quadratic equations
- Statistics resources
- Substitution & formulae
- Surds & other roots
- Symbols
- Transposition of formulae
- Trig functions: cosec. sec. cot
- Trigonometric identities
- Vectors, addition, subtraction & scalar multiplication

### Video

- Applications to finding tangents and normals
- Arithmetic & geometric sequences and series
- Cartesian components, magnitude, addition, subtraction, scalar multiplication
- Chain rule
- Co-ordinate geometry of a circle
- Completing the square
- Completing the square - maxima and minima
- Complex arithmetic
- Composition of functions
- Convergence of an infinite series
- Decimals
- Determinants
- Differentiation by taking logs
- Differentiation from first principles
- Differentiation of functions defined parametrically
- Equation of a straight line including gradient & intercept
- Expanding, or removing, brackets
- Exponential & logarithm functions
- Factorising quadratic expressions
- Fractions
- Hyperbolic Functions
- Implicit differentiation
- Integration as a summation
- Integration as the reverse of differentiation
- Integration by parts
- Integration by substitution
- Integration requiring use of trigonometric identities
- Integration that leads to log functions
- Integration using partial fractions
- Inverse
- Inverse functions
- Limits of functions
- Limits of sequences
- Linear functions and graphs, including gradient
- Logarithms
- Matrix arithmetic
- Maxima & minima
- Notation
- Other conic sections (ellipse, hyperbola, parabola)
- Partial fractions
- Pascal's triangle and the binomial expansion

- Percentages
- Polar co-ordinates
- Polynomial functions
- Powers or indices
- Product rule
- Pythagoras' theorem and applications to basic problems
- Quotient rule
- Radian measure
- Ratio
- Rules of Arithmetic
- Sigma notation
- Simple applications e.g. finding areas and volumes
- Simple functions, function notation, & graphs
- Simple linear equations
- Simplifying algebraic fractions inc polynomial division
- Simultaneous linear equations
- Sine & cosine formulae
- Solution of equations
- Solution of linear & quadratic inequalities
- Solving polynomial equations
- Solving quadratic equations
- Solving trigonometric equations
- Substitution & formulae
- Surds & other roots
- Symbols
- The Argand Diagram and Polar form
- The Gradient of a Straight Line Segment
- The addition formulae
- The double angle formula
- The form R cos x minus alpha
- The scalar product
- The vector product
- Transposition of formulae
- Trig functions: cosec. sec. cot
- Trig ratios in a right angled triangle
- Trigonometric functions
- Trigonometric identities
- Trigonometric ratios in all quadrants
- Use of a table & standard rules
- Use of a table of derivatives and standard rules
- Vectors, addition, subtraction & scalar multiplication