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i don't know where to post the question. what uai score do you have to get to be a neurosurgeon, pilot and engineer

thanks all for the info and the links vds700. i like it:rofl:

no i obviously don't feel confident with my answers to be posting the Qs. success one is on back order

i can and i have done them, there of the past hsc therefore i don't have answers, how am i meant to know if i'm doing them right? so i'm asking around to get different sets of answers. Scrap Q.1. i don't have it anymore.

1. Take 0.5 as a first approximation for <!--[if gte mso 9]><xml> <u1:WordDocument> <u1:View>Normal</u1:View> <u1:Zoom>0</u1:Zoom> <u1:TrackMoves/> <u1:TrackFormatting/> <u1:PunctuationKerning/> <u1:ValidateAgainstSchemas/> <u1:SaveIfXMLInvalid>false</u1:SaveIfXMLInvalid>...

thanks it really helped

thanks all really helpful

1. Use mathematical induction to prove that for all integers n≥3 (1-2/3)(1-2/4)(1-2/5)...(1-2/n) = 2/n(n-1) <link rel="File-List" href="file:///C:%5CUsers%5CPrue%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml"><link rel="themeData"...

Thanks for that, have a look at the Q again i fixed it up:rolleyes:

1.The line AT is the tangent to the circle at A, and BT is a secant meeting at B and C.<o></o> <o></o> (i)Write 8 cos x+ 6sinx in the form Acos(x -α), where A > 0 and 0 ≤ α ≤ π/2<o></o> <o></o> (ii) Hence, or otherwise, solve the equation 8cosx + 6sinx = 5 for 0 ≤ x ≤ 2π<o></o> Give...

aha where did u get the spam, btw y would u be asking here if ur home schooled go get the answer of your parents

it goes under democratic, we learnt this in class remember:uhoh:

thanks all soz x3.eddayyeeee

Dude if u read my last ones i've done them, i don't have the answers though so i need someone to state them for me, and besides estimation of roots is the worst topic in the history of topics, so if you dont have any answers don't post SIMPLE

1.i) Show that f(x)=e^x-3x^2 has a root between x=3.7 and x= 3.8 ii) Starting with x=3.8, use one application of Newtons method to find a better approximation for this root. 2.The function f(x)=sinx-2x/3 has a zero near x=1.5. Taking x=1.5 as a first approximation, use one application of...

i like you so much your like mathematical dictionary, thanks heaps

ah ok i have learnt that thanks:spin:

I got a few past hsc questions which i have been doing, but i don't know if i've been doing them correctly as i don't have the answers. 1. Use the principle of mathematical induction to show that 2x1!+5x2!+10x3!+…+(n²+1)n!=n(n+1)! For all integers positive n. 2.Use Mathematical...

thanks, i knew how to get the answer but i didn't know what cartesian form was.

1. The variable point ( 3t, 2t 2 ) lies on a parabola. Find the Cartesian equation for this parabola. 2.A curve has parametric equations x = t/2 , y = 3t² . Find the Cartesian equation for this curve.