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i^(1/2) = a + ib
i = (a + ib)^2
i = a^(2) + 2abi - b^(2)
a^(2) - b^(2) = 0 , 2ab = 1
solve them simultaneously
Oh yeah i just did it like this and got it
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i^(1/2) = a + ib
i = (a + ib)^2
i = a^(2) + 2abi - b^(2)
a^(2) - b^(2) = 0 , 2ab = 1
solve them simultaneously
may be then its okay.. but i cant guarantee it ..
in this case i would have used somewhat similar values like 1 or 2 ...but there was one question in which i used pi/4 as initial value to get the answer .. (it ws a trig question) ..Ummm ok... so how would you do it ?
6http://papers.xtremepapers.com/CIE/...S Level/Mathematics (9709)/9709_w09_qp_31.pdf
Can anybody please give me the solution to the whole of Q 6) , Q7 iv) and Q 10i
this is what i gothttp://papers.xtremepapers.com/CIE/...S Level/Mathematics (9709)/9709_w09_qp_31.pdf
Can anybody please give me the solution to the whole of Q 6) , Q7 iv) and Q 10i
Woah! Thank you sooo much!cos4x - 4cos2x + 3
cos(2x+2x) - 4( 1- 2sin^2x) + 3
cos2xcos2x-sin2xsin2x -4 + 8sin^2x +3
(1-2sin^2x)^2 - (2sinxcosx)^2 + 8sin^2x -1
1-4sin^2x+4sin^4x - 4sin^2x(1-sin^2x) + 8sin^2x -1
4sin^2x + 4sin^4x - 4sin^2x + 4sin^4x
8sin^4x
I may have skipped a few steps but remember you have to replace all the cos with sin, wherever you can.
6
i)OM = (OA + OB)/2
AN = 2NC
ON-OA=2(OC-ON)
3ON = 2OC + OA
ON = (2OC + OA ) /3
once u get both .. it will be easy to get the equation ..
ii) find an equation of BC and just equate MN = BC to get the answer ( tell me if you want details)
this is what i got
I did that yesterday.http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s12_qp_32.pdf
Q8 i) I did the whole thing right but im messing up with the signs.
So please. Esme or PhyZac !!
Thanks!
I had also gotten the same thing except, I just didn't know where to shade.
Thanks so much!
Can you also kindly please show
me how to do Q10i) of that same paper?
(x,y,z) x (2/3,5/3,7/3) = (1,2,2) x (2/3,5/3,7/3)
after here, how did u get
2x + 5y + 7z = 26?
I'm sorry but can u go in more detail?
oh gud..
thanks i kinda got it thou.I did that yesterday.
See, you are not messing with sign
for i believe you got -10u above and down 6-u^2-u (i dot remember exactly)
to be honest, from this step, you could (i would) directly jump to the conclusion. which is the prove.
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