Recent content by FD3S-R

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    can we use ..

    ahhh crap so it isnt a good idea to use it.... i need to change my ort my original one from trials was another robert frost poem and i was told not to do 2 poems esp by the same author
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    can we use ..

    looking for alibrandi the book for physical journey essay ORT?? or is the book already part of hsc course??
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    CSSA 2005 Economics Trial

    showoff gino
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    fav chinese song

    yeh she is singer/acter she was in feeling 100% and other movies she is sister of chow mun kei famous model
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    fav chinese song

    Janice is really good!!!
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    The official 2005 CSSA results thread!!!

    3u 66/84 79% - expecting way better since test was easy and lost alot of early marks due to stupidity 4u 51/120 43% - did ok, again lost stupid marks was aiming for 50%
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    Absorption Spectra

    i understand most of absorption spectra but why does temperature of star influence the pattern of dark lines
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    Cssa Trial Exam

    wtf ∫ (1-sinx) / cos²x dx = ∫1/ cos²x- secxtanx dx = tanx - secx + c ??? thats what i did
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    Hottest Azn Popstar..~

    cherrie ying, gillianchung, karena lam
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    Conics Question

    yeah i just found out and someone posted reply before i can delete hehe thanks anyway
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    Conics Question

    9. a) Show that if y=mx+k is a tangent to the hyperbola x^2/a^2 - y^2/b^2 =1, then m^2.a^2 - b^2 = k^2 if y = mx+k touches the hyperbola at point p(asecθ, btanθ), then: m = b/asinθ amsinθ = b amsinθ - b = 0 (1) also P must satisfy y=mx+k ie: btanθ = amsecθ+k amsecθ - btanθ = -k (2)...
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    Leo ku's concert~~

    sitting at 58's more interested in kary cos i have a friend who looks like her
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    Trade Weighted Index

    can someone explain this and answer the questions below: 1. Brielfy explain why an exchange rate can move in the opposite direction the the TWI. 2. Explain the likely impact on the Aus's BOP of the decline in the TWI.
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    Conics Question

    6. a) Show that if y=mx+k is a tangent to the rectangular hyperbola xy=c^2, then k^2+4mc^2=0 b) Hence find the equations of the tangents from the point (-1, -3) to the rectangular hyperbola xy=4 and find the coordinates of their points of contact. a) i can do, its just the discriminant...
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