Course overview
This course will increase confidence and ability in mathematical skills, to provide an introduction to the understanding of mathematical principles of algebra and trigonometry, and to introduce systematic problem solving techniques. A review of the language, skills and concepts underpinning a foundation for mathematics. Manipulating expressions with arithmetic, fractions and exponents. Solving linear, quadratic, and trigonometric equations and inequalities. Matrices and solving systems of linear equations. Manipulating and interpreting polynomials. The Cartesian plane, graphing and interpreting functions and equations for lines, parabolas, circles and trigonometric functions. Understanding and solving problems with angles, trigonometry, the unit circle and trigonometric identities.
Course learning outcomes
- Comprehend and utilise mathematical language describing numbers, arithmetic, fractions, polynomials, graphing and trigonometry.
- Manipulate algebraic expressions, equations, and inequalities to answer mathematical questions.
- Graph functions and interpret graphs of functions in the Cartesian plane.
- Use trigonometric identities and linear algebra to solve problems.
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The Student Contribution amount displayed below is for students commencing a new program from 2021 onwards. If you are continuing in a program you commenced prior to 1 January 2021, or are commencing an Honours degree relating to an undergraduate degree you commenced prior to 1 January 2021, you may be charged a different Student Contribution amount from the amount displayed below. Please check the Student Contribution bands for continuing students here. If you are an international student, or a domestic student studying in a full fee paying place, and are continuing study that you commenced in 2025 or earlier, your fees will be available here before enrolments open for 2026.