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thank u ssqlain(quite a few bosers from 06 r doing med)-in regards to the trig thing- most of them are variations of sumd to products and products to sum type q-u can try the 1972 3u hsc(It sounds ridiculous but u can get it from the bos resources i think) q 7 i think it was-in those days 3u had...

try some of the 4u induction and look at the 3u paper from last year-it had one-but the trig ones are much easier than they may look-it's all a psychological thing.

That's the thing with ppl, not everyone returns the stuff and some ppl come to tutoring for resources so once they get their hands on it-bang their off(I'm curry, i've seeen curries and some of them are cheap). O week-can't wait

Thought sydney uni would be higher-at least we're above unsw lol

that's insufficient(jdcb4) to prove that it's a square as like a square all the sides of a rhombus are equal and it's diagonals bisect each other. I won't provide the solution for this as these type of q u should be able to do by urself at this stage and u'll become too dependent. Have a go-try...

Although cambrideg would have few mistakes it would appear they have made a mistake here(typo) a=b is the condtion imo

Let the roots be a,b,c,d then a+b=0, a=-b and c+d=2(sum of roots) c=2-d and sum of roots three at a time is abc+acd+bcd+abd=-4 -a^2c+acd+bcd-a^2d=-4 -a^2(c+d) +cd(a+b)=-4 -a^2(2)=-4 so a=sqrt2 and b=-sqrt2 then u know x^2-2 is a factor, divide the polynomial by that and u get something...

do the harder q from cambridge(really good if u do the extension ones) and Ruse and grammer trials(not all the q the ones relevant) and also do past hsc q. around 3 days of prep before the exam should be enough-mind u maths is a subject u shouldn't cram for-no matter how much u think u know-do q...

Congrats mado954, look forward to meeting u-r u going to the science workshop thingy? Yeah app as long as u pass that's good enough.

congrats to everyone so far-however in order to get an indication of how ur really going look at how ur school ranks for certain subjects-eg at my school a high rank in english and the humanities didn't and doesn't make much of a difference cos we are and were so hopeless at the subjects...

how many u got now bob? btw bump

Yeah, e to the power of x^2 and any other even polynomial satisfies the even function rule, for an even monic polynomial, leading coefficient one, all powers of x even numbers. There, I just flogged a dead horse.

Try it urself before u look at the solution but here it is anyway P93p,3/p) and the same for Q except the parameter is q when we find the equation of the tangetns at P and Q we get R as the intersection point with R(6pq/p+q, 6/p+q) also the equation of PQ chord is x+pqy=3(p+q) and the point 6,2...

NO(*the way russell peters says it*). If u learn it in a superficial manner u'll forget it-otherwise u should remember at least 90% of it if not 100

I agree with affinity said, teachers didn't really do much, i mean they give good resources and all but the textboook with its examples is enough-i dunno that was the case at my school-some of my friends and myself stopped attending 4u classes after the first 2 weeks cos we lived so far-i had to...

bump

That's great man, look forward to meeting u, i don't know many ppl(like 3 or 4)-which area will u be in u know like maths, chem,bio etc? M.S it's a science workshop thing costs 10 dollars and basically it just groups us into interest groups based on maths phys chem and all that and we get to...

That'd be great-looking forward to meeting you-lol if ur brother did it too there would have been some confusion(wait are u guys identical twins)? BTW are u going to the science transition workshop thing on the 24th of feb?

the derivative of cot is -cosec^2 similar to tn and sec

Heard a bit about u guys from zubair david(I'd reccomend these guys, u won't get many better in the north shore)-are u doing med at usyd or is it ur brother?