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you might be able to get a PASS if scaling is involved, so your raw marks get aligned. Though i'm not 100% sure. Anyone know if they scale up COMP courses?

I'm doing comm/sci with actuarial and have done COMP1917 this semester. I picked to do it purely out of interest. As LordPc has stated, it covers twice the amount of content as COMP1911 so I wouldn't do this unless you are also really interested in programming. I suggest doing COMP1911, I...

Comm (Lib) is a 4 year degree. I believe its possible to do the part II exemption during the 4th year like other double degrees.

yep, they charge each course individually according to different bands https://my.unsw.edu.au/student/fees/StudentContribution2.html

Yea, there's heaps of other job opportunities e.g. working in banking industry and much more: School of Mathematics and Statistics - Careers The government, beginning of this year, also slashed the HECS debt off maths courses - $10,000 discount for maths, science degrees under HECS changes |...

1. Under comm/sci degree you can only have one major in commerce. For science if you're gonna do maths, it is actually possible to double major in maths/stats under a specified plan. Otherwise, its also only one major in science (e.g. computer science). You might be interested in taking a look...

sure;) ask me anything related to comm/sci degree

I'm currently doing maths/stats with actuarial studies. Although its a 4 year degree (comm/sci), I reckon its a pretty good combo as you learn more abstractly and gain technical skills out of it (from computing electives). Since its a degree double, you will be given an opportunity to get PART...

I think it would be correct if you disregard the discount allowed, $7000 for debtors. Same applies for creditors

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Maths ftw! <3 its elegance and challenges, imo maths should be under art as well being a science.

1)\ \int \frac{1-2x}{x^2 + 2x + 3}dx \\= \int \frac{3}{x^2 + 2x + 3}dx -\int \frac{2x+2}{x^2 + 2x + 3}dx \\= 3\int \frac{1}{(x+1)^2+2}dx - ln (x^2 + 2x +3) \\= \frac{3 \sqrt{2}}{2}\tan^{-1} (\frac{x+1}{\sqrt{2}}) - ln (x^2 + 2x +3) + C edit: yea my bad, didn't see square root \\ 2)\int...

I heard they are expanding individual work spaces i.e. putting in more tables and chairs.

Rolle's theorem - Wikipedia, the free encyclopedia

lol, now that explains why some random alarm kept going on and off when I had my lecture at the biomed theatre this morning.

Where do they sell the 3.80$ chicken roll that I heard people speak about..?

\\ f''(x)=12e^{2x} \\ f'(x)=6e^{2x}+c \\ But\ stationary\ points\ occur\ at\ x = 0 \\ \therefore f'(0)=0 \\ c= -6 \\ \therefore f'(x)=6e^{2x}-6 \\ => f(x)=3e^{2x}-6x + C \\ But f(0) =3 \\ \therefore 3+ C = 3 => C= 0 \\ \therefore Equation\ of\ curve\ is\ y = 3e^{2x} -6x

haha same here, i've actually done the paper three times now

http://www.hsccoaching.com/Resources/2008Ext2.pdf

B commerce / B science