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lel I feel like I'm pretty fast at mathsing now I can do a trial in like 50-70 mins Sydney Grammar papers are actually pretty fun to do - legitimately interesting

Re: HSC 2016 2U Marathon a plague on your house

Re: HSC 2016 2U Marathon why would you do this

Re: HSC 2016 2U Marathon I did like 4 pages of working trying to figure out how to expand polynomials to the nth degree

Re: HSC 2016 2U Marathon r u srssssssssssss

Re: HSC 2016 2U Marathon Do we need the polynomial sub and product of roots stuff for this? I've found so many patterns trying to expand this without actually expanding this lele I have no idea how this is meant to end up simpler lol

I do (and later) like every night ahahaha I will shout you out tommorow morning

pls you don't even compete with my nocturnality night time has less distractions

Tenks. Sense maketh. Ah, I think I did that question. I had to pause the exam and go download the old formula sheet. The new one doesn't have it I'm pree sure.

I did not know that you can integrate cosec^2(x) into -cot(x) lol should I know that?

You have an uh...interesting way of typing.

I did taekwondo once upon a time. I remember nothing.

Relevant.

Imagine if one day eyeseeyou comes out and is like, it was all an act to troll, I'm actually just a normal dude who enjoys fucking with people lel tbh I would rep for days

Re: HSC 2016 4U Marathon - Advanced Level This thread makes me feel a little better for not attempting to do 4U.

Surely you can logically infer it. It is literally the same idea as the other 11 pictures...

Re: HSC 2016 2U Marathon $\noindent Let any ordered set of 3 consecutive terms in the sequence be $a,b,c$ b-a=c-b\\ b=\frac { a+c }{ 2 } \\ \\ \frac { b }{ a } =\frac { c }{ b } \\ \\ { b }^{ 2 }=ac\\ \\ \\ \therefore \frac { { (a+c) }^{ 2 } }{ 4 } =ac\\ \\ { (a-c) }^{ 2 }=0\\ a=c\\ \\...

lol maths in yr9 - avg 60ish maths (2u doe) in yr12- avg 95ish

I merely ceebs

lol I looked at this thread and was like whut jathu is in yr11 then i looked at the date