If x+1x=√5, find the value of x2+1x2?
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x2−(1x)2=(x+1x)(x−1x)x2−(1x)2
=(x+1x)(x−1x)
We know that
(a+b)2=(a−b)2+4ab(a+b)2
=(a−b)2+4ab
Hence, (x+1x)2
=(x−1x)2+4⋅x⋅1x
=25+4=29
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