Senior General Mathematics

General Mathematics’ major domains are number and algebra, measurement and geometry, statistics, and networks and matrices, building on the content of the P–10 Australian Curriculum.

General Mathematics is designed for students who want to extend their mathematical skills beyond Year 10 but whose future studies or employment pathways do not require calculus.

Students build on and develop key mathematical ideas, including rates and percentages, concepts from financial mathematics, linear and non-linear expressions, sequences, the use of matrices and networks to model and solve authentic problems, the use of trigonometry to find solutions to practical problems, and the exploration of real-world phenomena in statistics.

Students engage in a practical approach that equips learners for their needs as future citizens. They learn to ask appropriate questions, map out pathways, reason about complex solutions, set up models and communicate in different forms. They experience the relevance of mathematics to their daily lives, communities and cultural backgrounds. They develop the ability to understand, analyse and take action regarding social issues in their world.

Pathways

A course of study in General Mathematics can establish a basis for further education and employment in the fields of business, commerce, education, finance, IT, social science and the arts.

Objectives

By the conclusion of the course of study, students will:

  • select, recall and use facts, rules, definitions and procedures drawn from number and algebra, measurement and geometry, statistics, and networks and matrices
  • comprehend mathematical concepts and techniques drawn from number and algebra, measurement and geometry, statistics, and networks and matrices
  • communicate using mathematical, statistical and everyday language and conventions
  • evaluate the reasonableness of solutions
  • justify procedures and decisions by explaining mathematical reasoning
  • solve problems by applying mathematical concepts and techniques drawn from number and algebra, measurement and geometry, statistics, and networks and matrices.

Structure

Unit 1: Money, Measurement and Relations
  • Consumer arithmetic
  • Shape and measurement
  • Linear equations and their graphs

Formative Internal Assessment 1: Problem-Solving and Modelling Task

20

Formative Internal Assessment 2: Examination

15

Unit 2: Applied Trigonometry, Algebra, Matrices and Univariate Data
  • Applications of trigonometry
  • Algebra and matrices
  • Univariate data analysis

Formative Internal Assessment 3: Examination

15

Unit 3: Bivariate Data, Sequences and Change, and Earth Geometry
  • Bivariate data analysis
  • Time series analysis
  • Growth and decay in sequences
  • Earth geometry and time zones

Summative Internal Assessment 1: Problem-Solving and Modelling Task

20

Summative Internal Assessment 2: Examination

15

Unit 4: Investing and Networking
  • Loans, investments and annuities
  • Graphs and networks
  • Networks and decision mathematics

Summative Internal Assessment 3: Examination

15

Summative External Assessment: Examination

50

Contact

Ms Patricia Hosking

phosking@mfac.edu.au

Request our College

Prospectus

Request our Prospectus

Book a Personalised

College Tour

Book Your Tour