if
x-1/x = under root 3
then xcube - 1/xcube =
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Answered by
1
x +1/x = √3
x2+1 = √3x
x2 -√3x+1 = 0
Roots = √3±√(3-4)/2
= (√3±√1)/2
= (√3±i)/2
(√3+i)/2 = cos π/6 + i sin π/6
Answered by
4
x +1/x = √3
x2+1 = √3x
x2 -√3x+1=0
Roots = √3+√(3-4)/2
= (√3+√1)/2
=(√3±i)/2
(√3+i)/2 = COS TT/6 + i sin π/6
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