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Hello All.... :) For your interests..... Here is a link to the official 2014 HSC Timetable!! https://studentsonline.bos.nsw.edu.au/documents/hsc-timetable-2014.pdf

Thanks. :)

Thanks. :)

What would you like to know? There are a couple of threads on Case Studies... But feel free to PM me.

Does anyone else have any tips they could share??

No problems... :)

Thanks.... Definitely something I can start from. :)

There's one forum on this site I believe may have some - HSC EXAM THOUGHTS ARCHIVE (http://community.boredofstudies.org/121/hsc-exam-thoughts-archive/) Visit English for each year and you may find some. Trust this helps. :)

Hello All (those who have gone before me, experienced with writing resumes).... I am about to start writing my first resume. :) Is anyone able to share with me, the structure of the resume they used? Any general rules/ tips you could share with me??? Thanks for your assistance in...

Sorry, don't have the answer but thanks for bringing this up.... I've been unsure about this myself.

From your school would be the most likely option...

Oh... Sorry........................

Of course... It is very possible... :)

I don't mind compiling one of all those so far ....

So we have: 1. |\int^{0}_{1}(x-1)^3| dx + \int^{4}_{1} (x - 1)^3 dx 2. |\left [\frac{(x-1)^4}{4} \right]^1_0| + \left [\frac{(x-1)^4}{4} \right]^4_1 3. Which comes down to 1/4 (First equation) + 81/4 (Second equation) = 20 1/2 units^2 Trust this is right. :)

1st... You need to divide it into the two sections... I.e. 0 - 1 and then 1 - 4...

The question should say whether you need to use the trapezoidal rule or the simpson's rule... What is the exact question?

Yes it's \frac {e^{3x-4}}{3} I believe. :)

Hello All... :) Could someone please help me with the following question step by step?? Find the exact value of: \int^{2}_{0} e^{3x-4} $dx$ Thanks in advance. :)

Thanks all... :)