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7 p,9,9 . i couldn't read my only writing. so i'm pretyy boned up bad lol. I shuld hav applied for provisions, my carrers advisor said it's 2mch trouble.

our jst read out the documents, no extra shit. when i asked for extra booklet, i got it less than 30 secs

u guys r freaks of nature, i only manage 5 pages of 1 5 pages of 2 11 or 12 iii, i couldn't read my own writing, so maybe around 15/45

lol fck it, it's only the fcking hsc, fck it right in the ear. FCk it!. t's the end for me,

Yeah whatever mark you get in AOS is the highest mark you will be able to get for modules. __________________ u sur, so i a fckd up aos, i am completed fcked up

Mumma , mine in the air, it's all gone, it felt good, FCK the HSC IN EAR< RIGHT IN THE FUCKING EAR, Fck JAMES RUSE , FCK EM RIGHT IN THE EAR

I was just wondering, as we given a seperate mark for AOS as there are two papers for english or a just jiont one

fck itright in the ear, wtf was the qoute for the story, complete fcked me, the comprehension wtf, wrote 4 pages of absolute bullfck, fck it right up the ear

Can't you just put it in ur pocket? and take it out in exam, when they'r not looking, or hide it under your tounge? Do they check your pockets for food and stuf lol.

Sprite looks like water, you could probably fool em, lol just take out all the gas so they don't see the bubles.

That post of Moderating is too complex to understand. I just have a simple question. Say i am coming first in a subject and someone beats me in the HSC. Who does the mark favour? Me for coming frst in assesment or the person that came first in HSC?

rip your paper, the extra shit u wrote

If x and y are integers such that x-y>1 then prove thta x!+y!> (x-1)! + (y+1)! If z is any complex number prove that e^z +e^(complex conjugate of z) is real If a and -a are roots of x^4 + px^3 +qx+r=0 prove that q^2 +(p^2) r=0 and finally find the sum of x +x^2 +x^3....x^n hence...

u can;t take food in, read on board of studies.

lol thanks, what about part express 1+x+x^2 +x^3 +x^4+ x^5 as a product of real factors hence proff c+x+x^2/2 +x^3 /3 +...x^6 /6 =0 has no real roots if c>37/60

The q8 suppose that w^3 =1 w=/ 1 and k is a + integer 1. find the two possible values of 1 + w^k + w^(2k) i get the zero, but not the other?

CAn some one explain the answer for 94 Hsc q7 b) 9 points lie on a place and 5 on a line l No other set of 3 of these points is colllinear 1. How many sets of 3 points can be chosen from the 5 points lying on l? 2. how many different triangles can be formed using 9 points are vertices? i...

i can do that part lol ii)if p is ony the curce X^4 +y^4 =1 show that OP<_2^(1/4) o is origin second part express 1+x+x^2 +x^3 +x^4+ x^5 as a product of real factors hence proff c+x+x^2/2 +x^3 /3 +...x^6 /6 =0 has no real roots if c>37/60

The regionj bounded by the curce y=lnx and the line y=1 and the coordinate axes is rotated about the x axis. Find volume by cyclingercial shells I can';t do part d of this, the rest of it is alright my thought for that x^4 + Y^4 =1 not sure if right op^4= (x^2 +y^2)^2=1+2x^2y^2...

What if i wrap in em in a cling wrap or sumething lol "You can take food and drinks. For my 4u maths HSC exam i took in a load of lindor chocolate" and " guess are considered a form of food, which is not allowed anyway." contradictory which 1 is correct