solve for x
x×x - ( root 3 + 1) x + root 3
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x*x=x^{2}
root 3+1=\sqrt{3} +1
roor 3=\sqrt{3}
So,
x^{2} -(\sqrt {3}+1)+(\sqrt{3})
=x^{2}-\sqrt {3}-1+\sqrt{3}
Collect like terms
=x^{2}-1
root 3+1=\sqrt{3} +1
roor 3=\sqrt{3}
So,
x^{2} -(\sqrt {3}+1)+(\sqrt{3})
=x^{2}-\sqrt {3}-1+\sqrt{3}
Collect like terms
=x^{2}-1
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