13.Find the value of 〖log〗_y⁡x x 〖log〗_z⁡〖y 〗x 〖log〗_x⁡z

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If (x(y+z-x))/(logx)=(y(z+x-y))/(logy)=(z(x+y-z))/(logz) then x^(y).y^(x)=z^(y).y^(z)=x^(z).z^(x... If (x(y+z-x))/(logx)=(y(z+x-y))/(logy)=(z(x+y-z))/(logz) then x^(y).y^(x)=z^(y).y^(z)=x^(z).z^(x...
Find the value of log x +log y log z Find the value of log x +log y log z
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