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[(1-x)/(x+1)-1]÷2x/(x²-1)
=[(1-x-x-1)/(x+1)]÷2x/(x²-1)
=-2x/(x+1)÷2x/(x²-1)
=-2x/(x+1)*(x²-1)/2x
=-(x²-1)/(x+1)
=-(x-1)(x+1)/(x+1)
=-(x-1)
=1-x
=1-(1-√2 )
=1-1+√2
=√2
=[(1-x-x-1)/(x+1)]÷2x/(x²-1)
=-2x/(x+1)÷2x/(x²-1)
=-2x/(x+1)*(x²-1)/2x
=-(x²-1)/(x+1)
=-(x-1)(x+1)/(x+1)
=-(x-1)
=1-x
=1-(1-√2 )
=1-1+√2
=√2
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