HSC Mathematics Standard 2 Year 12 Notes

These are the 20 revision notes inside the HSC Mathematics Standard 2 Mastery Pack. Open any note to see what it covers before you buy.

1. Exponential functions and growth/decay models3 · Algebra: Types of Relationships

   Non-linear relationships

2. Gradient, intercepts and the equation y = mx + b3 · Algebra: Types of Relationships

   Linear relationships

3. Quadratic and reciprocal relationships3 · Algebra: Types of Relationships

   Non-linear relationships

4. Solving simultaneous equations graphically and algebraically3 · Algebra: Types of Relationships

   Simultaneous linear equations

5. Applying the Cosine Rule to find sides and angles3 · Measurement: Non-right-angled Trigonometry

   Cosine Rule

6. Applying the Sine Rule to find sides and angles3 · Measurement: Non-right-angled Trigonometry

   Sine Rule

7. Area formula using two sides and an included angle3 · Measurement: Non-right-angled Trigonometry

   Area of a triangle

8. Solving problems using bearings and survey techniques3 · Measurement: Non-right-angled Trigonometry

   Radial and compass surveys

9. Dividing quantities in a given ratio and scale drawing calculations3 · Measurement: Rates and Ratios

   Ratios and scale

10. Interpreting and calculating rates, and rate conversions3 · Measurement: Rates and Ratios

    Rates

11. Future Value and Present Value formulas for annuities4 · Financial Mathematics: Annuities

    Future and present value of annuities

12. Using FV/PV tables and spreadsheets to model annuities4 · Financial Mathematics: Annuities

    Tables and technology

13. Reducing-balance loans and credit card calculations4 · Financial Mathematics: Investments and Loans

    Loans and credit

14. Simple interest formula and compound interest formula4 · Financial Mathematics: Investments and Loans

    Simple and compound interest

15. Activity networks: EST, LST, float and the critical path4 · Networks: Critical Path Analysis

    Scheduling and critical path

16. Definitions, Euler's formula and shortest path problems4 · Networks: Network Concepts

    Properties of networks

17. Constructing scatterplots and interpreting Pearson's correlation coefficient4 · Statistical Analysis: Bivariate Data

    Scatterplots and correlation

18. Least-squares regression line: equation, interpolation and extrapolation4 · Statistical Analysis: Bivariate Data

    Lines of best fit

19. Calculating z-scores and applying the 68-95-99.7 rule4 · Statistical Analysis: The Normal Distribution

    z-scores and the empirical rule

20. Using z-scores to compare scores across different data sets4 · Statistical Analysis: The Normal Distribution

    Comparing data sets and quality control