- 2,068
- 1,161
bhobba said:I was in the no-hoper's track. The way it worked here is depending on how well you did in primary school determined what grade you were put in - here HS starts grade 8 but has recently changed to grade 7. The best were in 8A, then B and so on. I was in the lowest which was grade 8F. Fortunately regardless of grade you got taught the same stuff.
It went like this - grade 8 - combined geometry algebra. Then you selected advanced or normal math grade 9 and 10 - I did OK at math even though I was with the no hopers lot (I found I liked math ie algebra and geometry) so did advanced math. In grade 9 you completed algebra and geometry - 10 would be equivalent to your algebra 2 - 11 and 12 was combined precalc and calculus to about calculus BC level. But like I said some private schools accelerated grade 8,9 and 10 so you started 11 and 12 level in grade 10 and you did it in 3 years instead of 2 years - this was to get the best results possible in end of grade 11 and 12 exams which was used for university entrance. So many would start calculus in the equivalent of year US 9 ie at 14 because we started grade 1 at 5 - not 6.
Personally I was impatient and taught myself calculus in year 10, but being a lazy good for nothing didn't do any work in 11 and 12 so just passed math and science and flunked English. Fortunately no one wanted to do math degrees in those days so your HS grades didn't matter - you didn't need English for a math degree either so I got into uni no sweat which I did part time. I did a double major in math and computer science and actually did some work for a change so got really good marks even in English. I found I liked subjects everyone hated eg analysis, Hilbert spaces and such. I was only one of 3 people in that class. I was the only person in one subject - Mathematical Economics. Not many did math back then.
Thanks
Bill
I take it that the events you describe took place years ago, given that Australia has produced the likes of both the late great statistician Peter Hall, and the mathematician Terence Tao.
Here is a link to the obituary of Peter Hall (I should note that I had the opportunity to meet him and attend a seminar of his while he was visiting the University of Toronto back when I was a grad student there).
http://bulletin.imstat.org/2016/03/obituary-peter-gavin-hall-1951-2016/
Here is a link to Terence Tao's blog.
https://terrytao.wordpress.com/