((x^2+y^2/2xy)-1)):(1/y-1/x)^2 = ((x^2+y^2 - 2xy) / 2xy) : ((x-y)/xy)^2 =((x-y)^2/2xy)*((xy)^2/(x-y)^2)=xy/2;
При x=√3-2, y=√3+2.
xy/2= (√3-2)(√3+2)/2 = (3-4)/2 = -1/2.
Ответ: -0,5.
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((x^2+y^2/2xy)-1)):(1/y-1/x)^2 = ((x^2+y^2 - 2xy) / 2xy) : ((x-y)/xy)^2 =((x-y)^2/2xy)*((xy)^2/(x-y)^2)=xy/2;
При x=√3-2, y=√3+2.
xy/2= (√3-2)(√3+2)/2 = (3-4)/2 = -1/2.
Ответ: -0,5.