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Are there any previous parts to it?

Re: MX2 Integration Marathon How did you get that?

Re: HSC 2014 4U Marathon - Advanced Level Yeah lol so like no one seems to be responding to the integration marathon so i thought i might post it here. $Show that$ \int_{0}^{1}x^m(1-x)^n dx = \frac{m!n!}{(m+n+1)!}\\ \\ Find \int \frac{x^2-1}{x^2+1}\frac{1}{\sqrt{1+x^4}} dx For the second...

I asked one of the opal guys at the stations before, concession cards come out next year

Re: MX2 Integration Marathon $Show that$ \ \ \int_{0}^{1}x^m(1-x)^n dx = \frac{m!n!}{(m+n+1)!}

Indeed, when you put in the effort and do well in 4U, 3U would be a breeze and you'd pretty much kill it.

He did actually manage an E4 in 3U maths haha.

eyy

ahhhhh if i remember, it's in the 2013 CSSA paper?

Simple Plan - try

I hope there will be some good freebies

This is just ridiculous

Very informative, These advices will definitely help my future endeavors . :D But yeah I agree about Q4 that was a killer (what dem norms?) With Maths I -attend most if not all of the lectures(some topics can be pretty hard to self teach imo) -recommend practicing as much as you can...

Lol i would need to see a diagram as i need to figure out the angle it subtends. I'm guessing you would have to use the formula \ \ \ \ A = \frac{\theta}{2}r^2 and i'm worked out that \theta = 20 with the answer given Edit: how does it involve trig functions lol

"Academic Standing : Good Standing" What's that suppose to mean?

That's how i felt about maths lol

T1 MATH1081 Discrete Mathematics.............69 CR T1 MATH1141 Higher Mathematics 1A............83 DN T1 PHYS1111 Fundamentals of Physics..........75 DN 20:37 z5018

^not sure if srs

sigh, just refreshing my inbox from time to time........

just......let it go..