(a/b+1)/a/b-1

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Solution for (a/b+1)/a/b-1 equation: 


x in (-oo:+oo)

((a/b+1)/a)/b-1 = 0

(a*b^-1+1)/(a*b)-1 = 0

(a*b^-1+1)/(a*b)+(-1*a*b)/(a*b) = 0

a*b^-1-1*a*b+1 = 0

a*b^-1-(a*b)+1 = 0

(a*b^-1-(a*b)+1)/(a*b) = 0

(a*b^-1-(a*b)+1)/(a*b) = 0 // * a*b

a*b^-1-(a*b)+1 = 0

x belongs to the empty set

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