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@amistre64 here please
you can write z^5 in polar form then use de moivre's theorem
is it possible you can take me step by step on this one?
\[z^5= -30.......z^3= i \sqrt{30}\]
can you do it now?
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@cwrw238 over here !!
no
okay wait a sec
http://www.enotes.com/math/q-and-a/solve-binomial-equation-z-5-243-0-219577 refer this ...you'll understand :) coz it's a big solution
ok
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A complex number can be deffined polarly:\[z=re ^{i \theta}\]|dw:1345408156359:dw| as\[e ^{i \theta}=\cos(\theta)+isin(\theta)\]
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