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Question Number 148155 by Khalmohmmad last updated on 25/Jul/21

Answered by Rasheed.Sindhi last updated on 26/Jul/21

x+(1/x)=−1⇒x^2 +x+1=0  x=ω,ω^2   x=ω  x^(1400) +x^(1363) +x^(37)   =ω^(1400) +ω^(1363) +ω^(37)   =ω^(1400 mod 3) +ω^(1363 mod 3) +ω^(37 mod 3)   =ω^2 +ω+ω=−1+ω  x=ω^2   =(ω^2 )^2 +ω^2 +ω^2   =ω.ω^3 +ω^2 +ω^2   =ω+ω^2 +ω^2   =−1+ω^2

x+1x=1x2+x+1=0x=ω,ω2x=ωx1400+x1363+x37=ω1400+ω1363+ω37=ω1400mod3+ω1363mod3+ω37mod3=ω2+ω+ω=1+ωx=ω2=(ω2)2+ω2+ω2=ω.ω3+ω2+ω2=ω+ω2+ω2=1+ω2

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