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7/64-66 Anzac Pde Kensington NSW 2033 1。Single room with bunk bed and 2 desks. Good size single room with mirror build-in, 130 per week + share bills, prefer guys only, females are welcome too but has to be QUIET and CLEAN. Very new apartments and very new funitures too Contract till the...

7/64-66 Anzac Pde Kensington NSW 2033 1。Single room with bunk bed and 2 desks. Good size single room with mirror build-in, 130 per week + share bills, prefer guys only, females are welcome too but has to be QUIET and CLEAN. Very new apartments and very new funitures too Contract till the 1st...

Offering Math and Chinese Tutoring for anyone living in the northern sydney ( Hornsby - Chatswood ) and Central Coast Area. Willing to travel to other places depending on the location but it will cost more. HSC 2008 ( accelerate ) 2u math 98 Chinese Background ( Dropped, i finished year 5 in...

i went to the open day yesterday, had a look in Burgmann College, didnt get to look at the others cuz some problems >.< anyways.... Burgmann College looks nice, but i sorta prefer Self-catered. UniLodge is definitly not the place for me.... there other 2 choices i have are FENNER HALL...

the area enclosed between the parabola x^2=4ay and its latus rectum is \frac{8a^2}{3} units^3 a solid figure has its base in the xy plane, the eclipse [text]\frac{x^2}{16}+\frac{y^2}{4}=1[/tex] cross-sections perpendicular to the x-axis are parabolas with latus rectums in the xy plane...

sketch 2<z+\bar{z}<10 from the PLC 2007 trials

just incase i missed any ( slept + wagged in class ) thanks so much. gotta prac exam comming soon LOL

Given that x + y = p prove if x>0, y>0 \frac{1}{x}+\frac{1}{y}\geq \frac{4}{p} and \frac{1}{x^2}+\frac{1}{y^2}\geq \frac{8}{p^2}

many of u may have seen b4 those excel study guides, one per individual prescribed text, such as "Billy Elliot","Romulus My Father" etc..... .... just wondering, any1 know were i can find a list of em? cuz im looking for 1 on Maestro ( prescribed text for std english )

When (3+2x)^n is expanded in increasing powers of x, it is found that the coefficients of x^5and x^6 have the same value. find the value of n and show that the 2 coefficients mentioned are greater than all other coefficients in the expansion i got n =23 ( would be nice if u can check for me...

prove \binom{n}{r}+\binom{n}{r+1}=\binom{n+1}{r+1}

find n n\binom{n-1}{1}+n\binom{n-1}{2}+.....+n\binom{n-1}{n-2}>20 000 My working: n\binom{n-1}{1}+n\binom{n-1}{2}+.....+n\binom{n-1}{n-2} =n ((1+1)^{n-1}-2) n ((1+1)^{n-1}-2) > 20 000 what do i do now? or did i get wrong?

who is doing it here? xD

suppose that x^3-2x^2+a=(x+2)Q(x)+5 where Q(x) is a polynomial find the value of a my working: let x=0 LHS = a RHS = 5 therefore a = 5. but the answer is: reminder theorem p(-2) = 5 -8 - 8 + a =5 a = 5+16 a = 21. so yea.... WHERE THE FUCK DID I GO WRONG? i believe there are more than 1...

if In=\int_{0}^{1}x(1-x)^ndx show that In=\frac{n}{n+2}I_{n-1} hence show that In=\frac{1}{2\cdot ^{n+2}C_{2}} n = 1,2,3 ........

the idea came to me recently that i want to have something like an interpretor to go with my eco degree... i did a search and only UWS and ANU offers bachelor of Translation. obviously UWS is shit... so i did some more research about ANU's couse. and found that bachelor of Translation falls...

a particle of mass m falls from rest under gravity in a medium whose resistance is mkv. where k is a constant. taking the initial postion as the orgion and the x axis downwards. prove that: velocity v at time t is given by v=\frac{g}{k}(1-e^{-kt}) the distance x fallen in time t is given by...

estimate please <--- fucking fail T.T school rank 113 eng standard 16/36 ( fucking GG i know T.T ) mx1 11/54 mx2 9/22 eco 10/14 phys 20/38 lets hope they'll improve ( well they should be >.< ) i need a fucking 92 uai!!!!

http://www.hansendata.com.au/pasttrialhs<wbr>cexams/trials4u/index.php?download=Moria<wbr>h_College2001_4u.pdf question 6 a) ii)

the curve y^2=x and the line x =4 revolved about the line y=2 thx