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-Know Complex numbers, Integration, Volumes and Mechanics (I dk what is in the VCE mechanics topic but HSC goes into 1 and 2 dimension resistive motion, circular motion, projectile motion, conical pendulum, motion around a banked track, get your hands on some HSC resource notes perhaps)...

Fix'd my first post to show you the facorisation without quadratic

With a name like "Rype Hymen" you go figure...

He's talking about the addition and subtraction of vectors, it's part of the complex numbers topic. I know the rule, but it's not really a 'rule' it's more of a concept ie. z1+z2 then you jsut use parallelogram properties

-Arms, Abs (~1.25hrs) in the Morning -Went for a run just then (~5km), took a bit longer 26mins. I think it's the heavy (Wednesday-Saturday, last week) drinking lol biggest week of my life and i feel terrible lol

I wear them when i go out or play sport, i wear Cooper Vision Biomedics, there the 1 day disposable ones. Way better than glasses when your in a situation where glasses could slip off or easily break. There really good imo. There $110 for 90, after prescription. Naturally, they take a bit of...

Well it's not Omie Jay since he is online very often lol but who is omie jay? we're all omie jay

fucking lol at your username, surely you are a troll with a name like that.

x^2/a^2 + y^2/b^2 = 1 x,y (acos@, bsin@) Into LHS: =a^2cos^2@/a^2+b^2sin^2@/b^2 =cos^2@+sin^2@ =1=RHS EDIT: ahh didn't see your comment there sikhman lol sorry

Quicker method: z^5=-1 z=(-1)^1/5 z=(cis(pi+2kpi))^1/5 z=cis((2k+1)/5)pi where k=0,-+1,+-2 Then sub in k values to get roots

Arithmetic series is T2-T1=T3-T2: a-2=b-a 2a-b=2 ..(1) or b=2a-2 Geometric series is T2/T1=T3/T2: b/a=9/b.. b^2=9a...(2) So (1) into (2), (2a-2)^2=9a 4a^2-8a+4=9a 4a^2-17a+4=0 So Product is 16 and Sum is -17 So factors are -16,-1 4a^2-16a-a+4=0 4a(a-4)-(a-4)=0...

Not bad at all really, late mechanics exercises and harder 3U are the pinnicle.

YouTube - Neg's Urban Sports: Urban Sprinting YouTube - Balls Of Steel - Neg's Urban Sports - Burger Bowl Off YouTube - Annoying Devil http://www.youtube.com/watch?v=q3f4z7BNnqs ---- Militant Black Guy

A case of Goon haha not really Thai food or those little garlic balls (there like chicken kievs in ball form)

a) (cos@+isin@)^4=cos(4@)+isin(4@) LHS=c^4+4c^3(is)+6c^2(is)^2+4c(is)^3+(is)^4 =cos^4@+i4cos^3@sin@-6cos^2@sin^2@-i4cos@sin^3@+sin^4@ Taking real cos(4@)=cos^4@-6cos^2@sin^2@+sin^4@ where sin^2@=1-cos^2@ b) Equate imaginary: c) sin(4@)/cos(4@) EDIT: wow, really gotta...

Thanks man, likewise. I think it's because we went to public co-ed schools we have a really good perspective of it, + not typically "spoon fed" UAI/ATAR lol that's my opinion though. Cheers

Depends on Mood: Usually- (2 times/3days) Sometimes- (1-2/ week) Someother times- (3 times/day)

I was exactly the same as that+i completely agree. I went to a public co-ed school, not highly ranked, had a life all HSC, studied when required, kept up with summaries though and done all maths HW and believe i achieved quite an ok UAI (97.8). I took interest in my subject and used my time...

you will get there lol such is the way of tetris, practice makes perfect. Once i'm accustomed to the colours it helps to i think, cause i don't really look at whats next, i look for the colour. Press "space" for the drop btw, if you didn't know already

Ahh i see what you mean, i'm sure i'll be the same next year then lol I've been on the 12 week MAX-OT program, but a few physio mates that do it aswell tweaked it a bit, although most say don't tweak programs, it was for the best. It doesn't do much on Abs, so i do Abs 4 days out of the 5. Abs...