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  1. Ekman

    Extension 2 BOS Trial 2015 Results/Documents

    Whoever got the 70 and 62 pls pm me
  2. Ekman

    Official BOS Trial 2015 Thread

    Lol everyone is waiting for the marks
  3. Ekman

    Official BOS Trial 2015 Thread

    In other words, the marks aren't coming out tonight.
  4. Ekman

    Official BOS Trial 2015 Thread

    Since we are doing inb4's now inb4paradoxicacomesfirst (btw im full srs, I have a feeling paradoxica is going to come first)
  5. Ekman

    HSC 2015 MX2 Marathon (archive)

    Re: HSC 2015 4U Marathon That is how I initially proved it, but I felt more comfortable using the AM-GM inequality
  6. Ekman

    HSC 2015 MX2 Marathon (archive)

    Re: HSC 2015 4U Marathon Rearranging the inequality will reduce down: ab \leq \frac{1}{4} In order to prove it is true: $ Assume: $ x+y \geq2\sqrt{xy} $ (And substituting x and y for a and b) $ \Rightarrow \frac{1}{2} \geq \sqrt{ab} \Rightarrow \frac{1}{4} \geq ab So knowing that ab...
  7. Ekman

    HSC 2015 MX2 Marathon (archive)

    Re: HSC 2015 4U Marathon Just out of curiosity, when making the substitution x=1/k, would we need to state conditions for k in order for the inequality to exist? For example, in this question, would we need to state k \geq 1
  8. Ekman

    HSC 2015 MX2 Marathon (archive)

    Re: HSC 2015 4U Marathon After that all I did was: $ Let $ x=\frac{1}{k} \therefore \frac{1}{k} \geq \ln{\left(1+\frac{1}{k}\right)} \Rightarrow \frac{1}{k} \geq \ln{(1+k)} - \ln{(k)} And you sum both sides to get: \sum_{k=1}^{n} \frac{1}{k} \geq \ln{(n+1)} - \ln{(1)} Which...
  9. Ekman

    Official BOS Trial 2015 Thread

    It could be tonight, or it could be tomorrow night.
  10. Ekman

    Best websites to keep up to date with economics?

    Tradingeconomics.com Has everything there
  11. Ekman

    Are there BOSTES spies?

    Was I the only one that got reminded of MI5:Rogue Nation, after reading this?
  12. Ekman

    HSC 2012-2015 Chemistry Marathon (archive)

    re: HSC Chemistry Marathon Archive Solids and liquids. Don't forget about the liquids, as they are not counted in the K constant as well.
  13. Ekman

    NAIRU + reasons for differences

    I just read this paragraph from Dixon on page 188: The concept of the NAIRU has important implications for economic policy. It suggests that policies to encourage economic growth and reduce unemployment will be worthwhile up to a point, but beyond that, these policies will only create...
  14. Ekman

    General Thoughts: Economics

    Tfw you realise that forgot to say "refer to stimulus" for section 3. I used the stats, and I barely quoted the quote. *sigh* too late to do anything about it now
  15. Ekman

    Are there BOSTES spies?

    Thanks for confirming my suspicions
  16. Ekman

    NAIRU + reasons for differences

    I said differing level of expenditure on factors of HDI, for example on healthcare and education, and also said differing levels of technology advancements, and capital formation and explained the digital divide.
  17. Ekman

    General Thoughts: Economics

    ftfy
  18. Ekman

    General Thoughts: Economics

    If there is an increase in headline inflation, and a decrease in underlying inflation, then it indicates that some volatile good has increased in price which can be due to a rapid decrease in supply. So C and D are auto eliminated, as A and B show the rapid decrease in the supply of a good. A is...
  19. Ekman

    State Rank Raw Mark?

    Raw mark last year was 95.
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