JT145
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UNSW O Week 2014 chat thread (1 Viewer)
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anomalousdecay
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According to Weldon Chau, it already happened years ago.....
HeyJes
Academic Tutor @ UNSW
May I ask who is this Weldon Chau guy? He seems famous according to some random Youtube vid?
fizzbylightning
Active Member
Neel makes videos and one of his personalities is Weldon don't doubt the new south Chau. Enjoy:
[video=youtube_share;G0RI_oKbHJ8]http://youtu.be/G0RI_oKbHJ8[/video]
Futuremedstudent
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Is O week fun ????????? 
strawberrye
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It is supposed to be funIs O week fun ?????????
kalstar
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^^It is supposed to be fun
anomalousdecay
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williamdaft
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need to meet this guy... only shanghais do macro bro, all the hongkies do micro.. OII TASTE A LEMON
yasminee96
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I actually think he attends USYD. I'm not entirely sure but I think that's what his instagram says.
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williamdaft
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yeh according to fb, he's doing eco in usyd... but screw that, he can just be a successful comedian!
anomalousdecay
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From the vid...F USyd
twistedrebel
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ah kids so eager for uni. its not what is made out to be kids.
Soruce: starting 4th year. fuck i feel olddddddddddddddd. It was yesterday i was keen for it
Soruce: starting 4th year. fuck i feel olddddddddddddddd. It was yesterday i was keen for it
williamdaft
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What are you studying?
williamdaft
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"Strictly 18+ Only" They would check everyone's IDs I'm pretty sure..
williamdaft
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gonna take a stab at the integral.The integrals are all MX2 level at hardest, it's at O-Week for that reason.
It'll be a group and knockout competition - with a group stage (for definite integrals), and a knockout competition afterward (with more familiar indefinite integral finding).
Right now, I'm just trying to check whether the integrals I have can be reasonably solved within the time limits I've provided.
We had this last year, for instance, and no one got it:
So as I didn't write the questions last year - I'm trying to go on with what the Gamemaker did well last year, while also limiting the stuff he didn't do well last year, along with putting my own twist on things.
do you turn it into (sinx)^0.5/(cosx)^0.5 and then differential of the bottom is on the top? you'd have to mess around with halves and negatives first. havent tried it but is that the right method?
edit: wait nup, this definitely wouldnt work. differential of (cosx)^0.5 would be a fraction with sqrt(sinx) on the bottom
Last edited:
yasminee96
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We had this last year, for instance, and no one got it:
I think my answer is too long LOL.
Probably made a silly somewhere
Fuuuu
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