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Lexus LFA is the best new supercar out now, so hence i'd have the Lexus LFA.

Go up till max, then go down again=2A; Keep going down till min then go back up again=2A. So, 4A

lol, i think i proved this a while ago. It's probs still on the 1st page of the MX1 forum. EDIT: http://community.boredofstudies.org/13/mathematics-extension-1/245066/simple-harmonic-motion.html

But they'd have to give parts opposed to a whole q. And, i heard these q's aren't in the syllabus anymore.

Yeah, nw.

Idk, i never use LaTeX. There's a LaTeX guide stickied somewhere in the Math forums.

Fuck! I essentially had the last line but didn't deduce anything from it, so i chucked the paper in the bin :( Kudos, k02033. I would rep you again but need to spread the rep.

Is e E (0,1/q) where e=p/q? And, this is a weird idea but is it legit to consider e as the magnitude of error between the bounds (ie. a distance)?

e-Sn=1/(n+1)!+... So, 0<1/(n+2)!+...<1/(n(n+1)!) Does the above help? The proof is long-winded. It could've been proved a lot quicker if there was an "otherwise."

A bit late to be doing maths now? lol

Yeah, probs let e=p/q where p,q E Z+

Not my favourite atm but i am listening to it now. One- Swedish House Mafia.

Re: another question Duble integrals aren't in HSC. If I = S ln(x)/x dx I=1/2 (ln(x))^2 +C Use u=ln(x)

wat?

Let u=2sqrt(x) and use chain rule.

I have a general enquiry regarding subject selection for s2 onwards. Can i apply for a course in another faculty even though i don't have to take gened courses? Thanks

Re: another question Is your equation correct?

You're correct, i did a q regarding diff of folium of descartes in yr11.

Yeah, awesome show. Probs one of my favourites.

Well, you've found complex roots; Say, w=+-i(2)^(1/4), 1/w=1/(+-i.2^(1/4))=-+i.2^(-1/4) (as listed) Try prod. of roots and sum.