Using logarithm properties, log(c^2/ab) + log(b^2/ca) + log(a^2/bc) can be combined into a single logarithm of the product of their arguments: log((c^2/ab) * (b^2/ca) * (a^2/bc)). Simplifying the fraction gives log((a^3 b^3 c^3) / (a^3 b^3 c^3)) = log(1) = 0.