Mathematics Essential General
1.1 Basic calculations, percentages and rates
1.2 Using formulas for practical purposes
1.3 Measurement
1.4 Graphs
1.2 Using formulas for practical purposes
1.3 Measurement
1.4 Graphs
2.1 Representing and comparing data
2.2 Percentages
2.3 Rates and ratios
2.4 Time and motion
2.2 Percentages
2.3 Rates and ratios
2.4 Time and motion
3.1 Measurement
3.2 Scales, plans and models
3.3 Graphs in practical situations
3.4 Data collection
3.2 Scales, plans and models
3.3 Graphs in practical situations
3.4 Data collection
4.1 Probability and relative frequencies
4.2 Earth geometry and time zones
4.3 Loans and compound interest
4.2 Earth geometry and time zones
4.3 Loans and compound interest
Mathematics Applications ATAR
1.1 Consumer arithmetic
1.2 Algebra and matrices
1.3 Shape and measurement
1.2 Algebra and matrices
1.3 Shape and measurement
2.1 Univariate data analysis and the statistical investigation process
2.2 Applications of trigonometry
2.3 Linear equations and their graphs
2.2 Applications of trigonometry
2.3 Linear equations and their graphs
3.1 Bivariate data analysis
3.2 Growth and decay in sequences
3.3 Graphs and networks
3.2 Growth and decay in sequences
3.3 Graphs and networks
4.1 Time series analysis
4.2 Loans, investments and annuities
4.3 Networks and decision mathematics
4.2 Loans, investments and annuities
4.3 Networks and decision mathematics
Mathematics Methods ATAR
1.1 Counting and probability
1.2 Functions and graphs
1.3 Trigonometric functions
1.2 Functions and graphs
1.3 Trigonometric functions
2.1 Exponential functions
2.2 Arithmetic and geometric sequences and series
2.3 Introduction to differential calculus
2.2 Arithmetic and geometric sequences and series
2.3 Introduction to differential calculus
3.1 Further differentiation and applications
3.2 Integrals
3.3 Discrete random variables
3.2 Integrals
3.3 Discrete random variables
4.1 The logarithmic function
4.2 Continuous random variables and the normal distribution
4.3 Interval estimates for proportions
4.2 Continuous random variables and the normal distribution
4.3 Interval estimates for proportions
Mathematics Specialist ATAR
1.1 Geometry
1.2 Combinatorics
1.3 Vectors in the plane
1.2 Combinatorics
1.3 Vectors in the plane
2.1 Trigonometry
2.2 Matrices
2.3 Real and complex numbers
2.2 Matrices
2.3 Real and complex numbers
3.1 Complex numbers
3.2 Functions and sketching graphs
3.3 Vectors in three dimensions
3.2 Functions and sketching graphs
3.3 Vectors in three dimensions
4.1 Integration and applications of integration
4.2 Rates of change and differential equations
4.3 Statistical inference
4.2 Rates of change and differential equations
4.3 Statistical inference