x-1/x=√3, find x^2+ 1/x^2
Anonymous:
7.
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\left[x _{1}\right] = \left[ - \sqrt[4]{\left( -1\right) }\right][x1]=[−4√(−1)]
\left[x _{1}\right] = \left[ \frac{sqrt3}{2}+\frac{ - \sqrt{\left( 4+sqrt3^{2}\right) }}{2}\right][x1]=[2sqrt3+2−√(4+sqrt32)]
\left[x _{1}\right] = \left[ \frac{sqrt3}{2}+\frac{ - \sqrt{\left( 4+sqrt3^{2}\right) }}{2}\right][x1]=[2sqrt3+2−√(4+sqrt32)]
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Hi Mate!!!
Formula ( x² + 1 / x² ) = ( x - 1 / x )² +2
= ( x² + 1 / x² ) = ( √3 ) ² + 2
= ( x² + 1 / x² ) = 5
Have a nice time..
Formula ( x² + 1 / x² ) = ( x - 1 / x )² +2
= ( x² + 1 / x² ) = ( √3 ) ² + 2
= ( x² + 1 / x² ) = 5
Have a nice time..
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