Recent content by Muzzaw

  1. M

    Required Documents for Non-Award Application

    Correct. Which numbers should I ring to fix this?
  2. M

    Required Documents for Non-Award Application

    I plan on transferring to Chiropractic. I got a uai of 83 but the cut-off is 83.45. Would there be any way of me getting directly into Chiropractic without having to do a year of Non-Award study? Cheers.
  3. M

    Required Documents for Non-Award Application

    G'Day All, I need to apply for Non-Award study (late, I know) and I need these two documents: Advice of uai from uac. HSC Record of Achievement. I believe these were supposed to be mailed to me but I never recieved them. What numbers do I need to call so that I can get copies of...
  4. M

    2005 HSC Answers

    Find the cost to host 200 people, which I think was $3100. Find the ticket price to break even at $3100. 3100/200 = $15.5 I think. Find the ticket price to make $1500. 1500/200 = $7.5. Add the two together, $23.
  5. M

    2005 HSC Answers

    94 or 95, sweet.
  6. M

    Discrete, continuous, categorical...

    I'm still not getting the difference between continous and discrete, more examples?
  7. M

    Financial expectation help!

    Lol, the first ticket drawn gets first prize. ;)
  8. M

    Your exam strategy

    That's my major problem; I get nervous and rush through a whole page of working out only to realise I for got to divide 8.4% p.a by 12 months. :D
  9. M

    Financial expectation help!

    Or: (1/200) x 100 + (1/199) x 50 - 1/200 x 1 - 1/199
  10. M

    Financial expectation help!

    That's not financial expectation, if you said that you'd be wrong.
  11. M

    Does this have anything to do with Z-scores??

    Basically it works like this. 68% lie within 1 standard deviation. I.e, between - 1 and 1 z-scores. 95% lie with in 2 standard deviations. I.e, between -2 and 2. 99.7% lie within 3 standard deviations. I.e, between -3 and 3. By using simple deduction yo can work it out.
  12. M

    Does this have anything to do with Z-scores??

    If 40 is the mean, then 50% lie below 40. 52 is one standard deviation above the mean. 34% of scores lie between 0 and 1. Therefore 50 + 34 = 84% below 52.
  13. M

    Does this have anything to do with Z-scores??

    Normal distribution. 84%. 50% + 34%.
  14. M

    Financial expectation help!

    That last one I did was done for two prizes of $1000, didn't read the question properly. I think it's -$5.96.
Top