If \log _{a} b c=x, \log _{b} c a=y, \log _{c} a b=z, then the value of \frac{1}{x+1}+\frac{1}{y+1}+\frac{1}{z+1} is:

Logarithms

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\log _{a} b c=x, \log _{b} c a=y, \log _{c} a b=z,

then the value of

\;{1}/{x+1}+\;{1}/{y+1}+\;{1}/{z+1}

is:

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