let omega be the complex number cos(2pi/3)+isin(2pi/3). Then the number of distinct complex numbers z satisfying

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Vikas TU · Answer

Dear Student, ​The question is here incomplete. Pls do check the qstn. and Repost it again for the proper clarification. Cheers!! Regards, Vikas (B. Tech. 4 th year Thapar University)

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let omega be the complex number cos(2pi/3)+isin(2pi/3). Then the number of distinct complex numbers z satisfying

let omega be the complex number cos(2pi/3)+isin(2pi/3). Then the number of distinct complex numbers z satisfying

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let omega be the complex number cos(2pi/3)+isin(2pi/3). Then the number of distinct complex numbers z satisfying

let omega be the complex number cos(2pi/3)+isin(2pi/3). Then the number of distinct complex numbers z satisfying

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Other Related Questions on Algebra

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