Symmetric Logarithms

Algebra Level 2

Given that logxyz=logyzx=logzxy \frac { \log x }{y-z} = \frac { \log y }{z-x} = \frac { \log z }{x-y} . What is the value of xxyyzzx^x \cdot y^y \cdot z^z ?

×

Problem Loading...

Note Loading...

Set Loading...