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Check out the official bos trials thread, the papers are posted there The solutions will be released soon, but feel free to discuss it in the official thread

What do you think the most important skill to learn/develop while at uni to be a successful civil engineer?

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What are the best tutoring centres to work for in terms of culture, environment, hours, pay etc? thanks

so im doing adv science/engineering right now, and initially chose electrical as my major but is there any way to change it (trying to change it into civil). I haven't done any EE subjects and have searched throughout myUNSW but cant seem to change the plan from EE into civil Any help is much...

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Is an internal transfer (UNSW) from adv science (Hons)/ engineering (hons) double degree to a single degree bachelors of engineering possible? As its kinda late, im thinking of doing all engineering subjects for the first year in this dual degree, then applying for a transfer to just an...

So I'm doing a adv science (honours)/engineering (honours) degree at unsw and am a bit confused. Is it better to do sci in semester 1 , engo in semester 2 and repeat it for the duration of the course? Or is it better to just complete the science component completely then the engineering (or...

I concur

$\noindent$ $LHS $\equiv \frac{1-\sin^2x \cos^2x}{\cos ^2x}\\ \\ \equiv \frac{1}{\cos^2x}-\frac{\sin^2x \cos^2x}{\cos^2x} \\ \\ \equiv \sec^2 x - \sin^2x \\ \\ \equiv \tan^2x +1-\sin^2x \\ \\ \equiv \tan^2x + \cos^2x \equiv$ RHS split the fractions and apply the Pythagorean identity...

wtf did I just read

Hello there, just wondering, how is finding the derivative of 5x hard?

English Advanced : 30/100 Physics: 2/~70 Chemistry: 1/~60 Maths Extension 1: 1/~50 Maths Extension 2: 1/~10 School rank: 148 Thanks

oh yes thank you for that

Could someone please check if my answer is correct? A tank with plane sides has square horizontal cross-sections whose sides cary in length from 2 m at the base to 5 m at the top; the height is 12 m. Find the total mass of liquid in the tank, if the density decreases uniformly with the height...

woow thankyou very much! That was a really interesting read

So the other day I was playing around with the calculator and noticed something. It might look really stupid, but when you add all the numbers from 0 to 9 in any order, only using them once, the resulting sum is always divisible by 9. Example, 12+3045+78+96 is divisible by 9, 908+7+4+1+2+356 is...

The question: The answer is 6!/2! * 7C4 * 4!/3! = 50400. Somebody please explain how to arrive at this answer, thanks.