The purpose of General Mathematics is to provide an appropriate mathematical background for students who wish to enter occupations which require the use of basic mathematical and statistical techniques. The course is designed to support TAFE and other vocational courses. This course is NOT appropriate for those who wish to pursue the formal study of mathematics at tertiary level.
Mathematics Standard students use mathematics to make informed decisions in their daily lives. Students develop understanding and competence in mathematics through real-world applications. These skills can be used in a range of concurrent HSC subjects.
In Mathematics Standard 2 students extend their mathematical skills beyond Stage 5 without the in-depth knowledge of higher mathematics that the study of calculus would provide. This course prepares students for a wide range of educational and employment aspirations, including continuing their studies at a tertiary level.
The study of Mathematics Standard 2 in Stage 6:
enables students to develop their knowledge, understanding and skills in working mathematically and in communicating concisely and precisely
provides opportunities for students to consider various applications of mathematics in a broad range of contemporary contexts through the use of mathematical modelling and use these models to solve problems related to their present and future needs
provides opportunities for students to develop an understanding of and skills in further aspects of mathematics for concurrent HSC studies
provides an appropriate mathematical background for students entering the workforce or undertaking further tertiary training.
The Mathematics Standard Year 11 course comprises four Topics, with the Topics divided into Subtopics.
Formulae and Equations
Linear Relationships
Applications of Measurement
Working with Time
Money Matters
Data Analysis
Relative Frequency and Probability
The Mathematics Standard 2 Year 12 course content includes the same four Topics and the additional Topic ‘Networks’.
Types of Relationships
Non-right-angled Trigonometry
Rates and Ratios
Investments and Loans
Annuities
Bivariate Data Analysis
The Normal Distribution
Network Concepts
Critical Path Analysis