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  1. asianese

    Share your 2013 HSC results here

    Ahh yeah. The package. Good to have a teacher on the forums!!!!!! (yew)
  2. asianese

    Share your 2013 HSC results here

    Nice of you to pop by.
  3. asianese

    Share your 2013 HSC results here

    How do you know this?
  4. asianese

    HSC Marks all nighter thread

    Good luck everybody :) Positive thinking!
  5. asianese

    Do you get a WAM on your transcript if you only done 1 semester of study?

    Do you mean your final transcript after you graduate? If not, then no.
  6. asianese

    UNSW vs USYD Commerce

    Kewl. Enjoy the hot asians :)
  7. asianese

    UNSW vs USYD Commerce

    Defs UNSW now ON?
  8. asianese

    First Place in Course List

    First in course = state rank 1.
  9. asianese

    First Place in Course List

    Re: 2013 HSC Results/ATAR banter! Sydney grammar got 6
  10. asianese

    What do you think you'll get?

    Schools (principals) get all marks, and they choose which teachers to tell the marks to (usually they give them all out) ATARs are only known by students. At my school we had an 'ATAR morning tea' where people would come in and tell the teachers their ATAR (there was a class list) and the...
  11. asianese

    UNSW vs USYD Commerce

    If you sleep well the night before and snack throughout the day you can manage 6 hours a day. I've done it ( in science). Depends on how you want to do it.../ part time job etc
  12. asianese

    Educators acknowledge HSC flaws

    Don't forget the other camp who are doing 4U maff for the scaling and are doing so bad at it ==
  13. asianese

    HSC 2013 MX2 Marathon (archive)

    Re: HSC 2014 4U Marathon It hatttesss you! $The area of a triangle with sides$ \ a,b,c \ $is given by the formula$ \ A = \sqrt{s(s-a)(s-b)(s-c)} \ $where$ \ s= \frac{1}{2} (a+b+c) \\ \\ $Show that$ \ \ A \leq \frac{a^2+b^2+c^2}{4}
  14. asianese

    2013 HSC Results/ATAR banter!

    No. Only through uac website.
  15. asianese

    UNSW vs USYD Commerce

    You're missing the point. It's implicitly making your timetable. It works just as well. The whole timetable issue isn't even in contention.
  16. asianese

    Ext maths problem need help asap pleaseeee

    \sum \alpha = \alpha+\frac{1}{\alpha} + \beta = -\frac{1}{3} \\ \sum\alpha\beta = \alpha\frac{1}{\alpha}+\alpha\beta + \frac{\beta}{\alpha} = \frac{k}{3} \\ 1+\beta\left(\alpha+\frac{1}{\alpha}\right) = \frac{k}{3} \\ \sum \alpha\beta\gamma = \alpha\frac{1}{\alpha}\beta = \beta = -6/3 = -2 \\...
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