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err, double partial fractions? Though tis probable that I did it in a longer way than needed

ah k sorry didn't read that properly. Also this year's and last year's were about the same in difficulty up to around q6. Only difference being 7&8 were much easier. Esp 7 which is almost directly out of arnold chapter 8. (this said I didn't complete that chapter-thus not boasting in any way)

Well, the BOS looks at all the four unit students, and scale their 4U mark to an extent that reflects on how well they fared in the 3u exam in comparison with the 3u students. So say, all the 4u students do better than the 3u students , then the 4u marks will skyrocket. Unfortunately this is not...

In reply to the title of the thread, it wasn't a hard exam, though some of those who say it was "SO EASY" might think it wise to withold their comments until after they get their marks back (then post it here so we can laugh at your great hindsight). Anyway, too much conics. I hate conics...

Hmm yes, I didn't understand that step-too stressed. But now I realize what the question is trying to say. Thanks. Nonetheless tis altogether a tricky question.

hmm which one is that?

If you and I are speaking of the same q, ie 1996 q5 pt b has four miniparts, Question begins with Consider the polynomial eq.... then pt vi, you know all the roots other than alpha, say, as it's given and proved. roots namely 2, ki, -ki. Then you find alpha then work with your...

!! le maths sucks the ball!! --> need to translate into French, teacher is parent friendly and does not teach students such useful expressions. Ahh , je me sens mieux maintenant. Merci. J'ai eu besoin de le dire.

Please put forward any helpful suggestions: Let the points A1, A2,... An represent the nth roots of unity, w1, w2,...wn and suppose P represents any complex no. z such that modz=1. Show that PAi^2 = (z-wi)[conjugate(z)-conjugate(wi)] We know that w1, w2,...wn = 0

hey I've looked at q5 1996, but I don't see why you would need to do anything that you've mentioned. In these papers I have here you're trying to prove that c is even, in which case you'd use sum/products of roots then subsitution. for your q. For any real no, if your put it to the power of...

I hear you can buy them for $3 (assuming you'd get better quality than printer version) , but it may be somewhat late now.

well, many selective schools rip their questions off a whole lot of other trials, so really, there's no point in putting them up.

C'est dommage, j'ai pleuré aujourd'hui * cause de l'examen de chimie. Peut-être je peux prendre des photos de moi-même... Alors pendant la finale demi-heure (franglais alert) j'étais en nage et j'avais la tête qui tourne. Hmm, l'autre personne qui pensé c'etait assez facile (desolé, je n'ai pas...

ah d'accord :D Je ne peux jamais comprend le français des "chat rooms". alors ça veut dire quoi: "son maman l'a fait pour lui" J'ai pensé c'est la même que "your mum"...but that didn't make sense..

eh? I thought that's how French people translate "hahaha", or am I as lost as a? ;)

In any exam, you may leave after the first hour, but not in the last 15 minutes. AOS exam is 2hrs-that gives you 45 minutes to post here if you are really close to a computer. Mais si tu le fais, soit tu est folle soit tes notes d'anglais ne sont pas important a` toi. Alors Chép, "brunette...

er, there's already a mod for french-kini_mini, but chepas could probs be a mod too :) Err, don't think he'll be too impressed with the recognition that he "posts like a girl"....

hmm, that may or may not work in my favour. Do you know whether many many people got this, or do you only get it if they like your personal statement etc?

Hey I received a letter today that said "you are being considered for the faculty scholarship that you applied for, we will inform you of the outcome after we receive results of your HSC". Well, something close to that. Does everyone who applies get this? Is this the end of the process? Is...

I must disagree and point out to you that had one who had not studied thoroughly the specific issues of chaos and order (or managed to create some strong links between what had been prepared via some sudden divine inspiration) would have been a poor (naked) wretch in the exam room. Thus, I...