If complex number Z^4=1-i then find all the rrots of Z. …................................... …................................... …........................................ …...........................

Question

Arun · Answer

Dear Prasad z^4 = sqrt(2) (cos (- pi/4)+ i sin (- pi/4)) z^4 = sqrt(2) (cos (2k pi + (- pi/4))+ i sin (2k pi + (- pi/4))) put k = 0, 1, 2 ,3 I hope that you can proceed now Regards Arun (askIITians forum expert)

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If complex number Z^4=1-i then find all the rrots of Z. …................................... …................................... …........................................ …...........................

If complex number Z^4=1-i then find all the rrots of Z.
…...................................
…...................................
…........................................
…...........................

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If complex number Z^4=1-i then find all the rrots of Z. …................................... …................................... …........................................ …...........................

If complex number Z^4=1-i then find all the rrots of Z.…...................................…...................................…........................................…...........................

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If complex number Z^4=1-i then find all the rrots of Z.
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