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If it happens to be your personal best.

Another method. (nc1)^2 + 2(nc2)^2... + n(ncn)^2 = n/2 [ (nc0)^2 + (nc1)^2 ...+(ncn)^2) ] (since nCk = nC(n-k)) = n/2 . (2n)!/(n!)^2 (an almost standard result) = n(2n-1)c(n-1) after some basic algebra. tutor01: you knew what I meant p

There's nothing like quoting extensively to reach the word limit.

Damn you video guys are lazy buggers. :p

Wouldn't count on it. ;) literature · n. written works, especially those regarded as having artistic merit.

It wouldn't.

tut tut :p

You're not the only selective school to do the CSSA.

Try this then: 0! = 1 n! = n times (n-1)! So: 1! = 1 times 0! = 1*1 = 1 2! = 2 times 1! = 2*1 = 2 3! = 3 times 2! = 3*2 = 6 and so on...

496 is nowhere near high enough to get the top prize... The UAI scaling documents in the last few years tell of aggregates higher than that.

Can anyone here comment on: -doing senior units in 1st semester in one subject; -doing senior units in 2nd semester for a couple of subjects. Thanks.

I don't think I'll be missing school... It's time to go.

Can someone post q7 and 8 of the NEAP paper for the purposes of a solution or for the purposes of critique then? :p

General solution means all solutions.

With a mark like that at SGS, it's probably a given. :p (well I guess you can never really tell for sure, but...)

USyd from what I've read. But it's an extra year in comparison.

"Speer's work shows insight into the Nazi Regime." In light of this statement, assess this statement. (something retarded like that) ARRGH Speer shall bring me down :(

The food is AWFUL. I'd rather cook for myself. Depends on college. Some offer as part of package.

Nobody here believes no_arg's statement. But let us suppose it was true, then none of us could ever use it anyway because it would the expression is both utterly useless and unusable without a proof. I await the closure of this thread too.

I simply don't date my journal entries.