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the draft curriculum

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NSW. General. Mathematics. Mathematics Extension 1. Mathematics Extension 2. Courses. Draft Australian. Essential. General. Mathematical Methods. Specialist Mathematics – PowerPoint PPT presentation

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Title: the draft curriculum


1
Australian Curriculum Mathematics 11-12
  • the draft curriculum

2
Courses
  • NSW
  • General
  • Mathematics
  • Mathematics Extension 1
  • Mathematics Extension 2
  • Draft Australian
  • Essential
  • General
  • Mathematical Methods
  • Specialist Mathematics

3
Organisation of the curriculum
4
Structure
  • Each course contains units of 50-60 hours
    duration with 4 units studied over a 2 year
    period.
  • Units 1 and 2 are designed to follow on from
    learning in Year 10.
  • Units 3 and 4 are designed to be more challenging
    and assume prior knowledge of learning contained
    in Units 1 and 2.
  • Achievement standards for each course for each
    year of schooling will be developed and put out
    for consultation in 2011.

5
Structure and delivery
  • It may be possible to move from General
    Mathematics (Course B) to Essential Mathematics
    (Course A) after Units 1 2 (i.e. Semester 1).
  • General Mathematics (Course B) can be studied in
    conjunction with Mathematical Methods (Course C)
    (i.e. Equal to 4 units of mathematics as two
    subjects).
  • Specialist Mathematics (Course D) is to be
    studied in conjunction with Mathematical Methods
    (Course C).

6
Essential Mathematics (Course A)
  • Designed to provide students with the skills and
    understanding to solve problems and undertake
    investigations in a range of workplace, personal,
    training and community settings.
  • Organised around the areas of Measurement,
    Finance, Statistics, Algebra, Probability, Time,
    distance, speed and direction, and Design (scale
    drawings), and 3 investigations.

7
General Mathematics (Course B)
  • Designed for further studies in agriculture,
    health and social sciences, business and
    education.
  • Organised around the areas of Rates and ratios,
    Matrices, Measurement and geometry, Graphs and
    networks, Data analysis, Linear modelling and
    linear programming, Growth and decay with
    sequences, Time series analysis and Financial
    modelling.

8
Mathematical Methods (Course C)
  • Designed for further university studies, possibly
    in mathematics, economics or the sciences.
  • Organised around the areas of Algebra,
    Exponential functions and graphs, Calculus,
    Trigonometric functions, Random variables,
    Statistical Inference, and solving systems of
    linear equations by using matrices.

9
Specialist Mathematics (Course D)
  • Designed for further studies in mathematics,
    physical science or engineering at university.
  • Organised around the areas of Mathematical proof,
    Complex numbers, Matrices, Graph theory,
    Parametric equations, Trigonometric functions,
    Kinematics, Mathematical Induction, Vectors in
    3D, Further graphs, Further integration and
    differential equations plus one option topic.
  • Options Statistical inference, Vectors and
    dynamics, or Further calculus techniques and
    inequalities.

10
Key questions for evaluating the 11-12 curriculum
11
Further questions for evaluating the curriculum
  • How do the 4 courses meet the needs of our
    students in terms of course structure?
  • What are the implications of students taking
    effectively 4 units of mathematics from Year 11
    and no option of 3 units of mathematics?
  • Is the balance of calculus between the courses
    sensible?

12
Further questions for evaluating the curriculum
  • Consider the role of technology within the
    courses.
  • For example, is the described use of technology
    helpful with the topic of matrices in General
    Mathematics (Course B) or should students only
    use calculators to multiply matrices rather than
    by calculating by hand?
  • What technology should be used in assessments?

13
Further questions for evaluating the curriculum
  • Is the level of detail sufficient to determine
    the amount of time spent on applications.
  • For example, how long would it take to teach
    modelling simple economies using matrices in
    Course C or to teach reading cadastral maps in
    Course A?

14
More questions
  • Although Units 3 and 4 assume prior knowledge of
    Units 1 and 2, Specialist Mathematics (Course D)
    states that consideration has been given to
    students who have studied Units 1 and 2 of
    Mathematical Methods (Course C) entering
    Specialist Mathematics (Course D) at Unit 3. Is
    this viable?
  • ...

15
Consultation Mathematics 11-12
  • Online forum for government schools
  • You can register for the forum at
    http//currk12.janison.com/curriculum/register/reg
    ister.htm and provide comments on any or all of
    the draft Australian Mathematics courses.
  • If you have any problems with registering please
    contact Chris Dorbis via email or telephone 9886
    7496.

16
Consultation Mathematics 11-12
  • If you have been issued a password, please click
    on the following link to enter the forum.
  • To enter the forumhttp//currk12.janison.com/tool
    box/desktop/logon.asp
  • ACARA consultation
  • To register to provide your feedback directly
    to ACARA, go to http//www.australiancurriculum.ed
    u.au/Home then enter the consultation portal,
    Explore 11-12, Mathematics.

17
Consultation Mathematics 11-12
  • If all else fails ...
  • If you encounter difficulties accessing the
    various avenues for consultation, simply email
    your comments to Peter.Gould_at_det.nsw.edu.au or
    Carolyn.McGinty_at_det.nsw.edu.au or fax to (02)
    98867424.
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