Factorise (x^2+1/x^2)-4(x+1x)+6
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Solution:
(x²+1/x²)-4(x+1/x)+6
= (x²+1/x²+2-2)-4(x+1/x)+6
= (x²+1/x²+2)-2-4(x+1/x)+6
= (x+1/x)²-4(x+1/x)+6-2
= (x+1/x)²-4(x+1/x)+4
= (x+1/x)²-2*(x+1/x)*2 + 2²
= [x+1/x-2]²
=( x+1/x-2)(x+1/x-2)
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