General Mathematics

Thank you for your interest in Year 12 General Mathematics.

We only run sessions for this subject in the Term 2 and 3 Holiday Seminars.

General Mathematics revision seminars at Adelaide Tuition Centre help students strengthen their understanding of the key concepts and topics studied throughout the school term. Each holiday seminar reflects the content students have recently covered in class, revisiting important areas such as financial mathematics, statistical investigations, and modelling using functions, networks, and matrices, while reinforcing understanding through clear explanations and guided revision.

Sessions follow a consistent structure across the year, with Term 3 Seminars placing a strong focus on exam preparation, including targeted exam revision and guidance on how to answer questions according to the marker’s expectations.

To revise as much as possible, it is recommended to attend all the seminars listed below. However, this is not compulsory and you may choose any combination of sessions.

Teacher in charge

Sessions

Session A

Topic 3: Statistical models

Available

Course details

Examined topic.

Bivariate Statistics

  • Scatter plots and association
  • Correlation coefficients
  • The effect of outliers
  • Causality
  • Linear Regression
  • Residual plots
  • Exponential regression
  • Interpolation and extrapolation

Normal Distribution

  • What is a normal distribution
  • Why are normal distributions important
  • 68:95:99.7% Rule
  • Calculation of area under the curve
  • Calculation of non-standard proportions

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Session B

Topic 4: Financial models: Models for borrowing

Available

Course details

Examined topic.

Models for borrowing

  • Present Value Annuities
  • Reducing Balance Loans
  • Reduction of Interest Paid
  • Offset accounts
  • Sinking Funds
  • Comparison Rates

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Session C

Topic 4: Financial models: Models for saving

Available

Course details

Models for saving

  • Future Value Annuities
  • Superannuation
  • Effective rates

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Session D

Topic 5 Discrete models

Available

Course details

Critical Path Analysis

  • Precedence tables
  • Drawing directed networks
  • Dummy links
  • Forward and backward scan
  • Minimum completion time
  • Critical path
  • Slack time

Assignment problems

  • What are assignment problems?
  • The Hungarian Algorithm
  • Minimum cost
  • Maximum profit
  • Non-square arrays

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