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Question Number 46083 by peter frank last updated on 20/Oct/18

Answered by tanmay.chaudhury50@gmail.com last updated on 21/Oct/18

α^7 =1  α^7 −1=0  (α−1)(α^6 +α^5 +α^4 +α^3 +α^2 +α+1)=0    when A×B=0  either A=0 or B=0  hence α^6 +α^5 +α^4 +α^3 +α^2 +α+1=0

α7=1α71=0(α1)(α6+α5+α4+α3+α2+α+1)=0whenA×B=0eitherA=0orB=0henceα6+α5+α4+α3+α2+α+1=0

Commented by peter frank last updated on 21/Oct/18

thanks

thanks

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