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how is this?..
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\[\frac{ 1 }{\bar z} =\frac{ z }{ |z|^{2} }\]
@luckythebest help
@.Sam. help
@ajprincess help
ive figured it out.. \[|z|^2=z \bar z\] thus a simple rearranging will give the above...
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Yeah that's the answer but you might wanna figure out\[|z|^2=z \bar z\]
i know how to figure that out. thanks... time consuming to type
alright
how about the following... \[q(z)=\frac{ -1+8i }{ \bar z }\] what is \[\bar q(z)\] ?
@.Sam.
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or @anyone
does this come under complex numbers?
yes
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