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Which of the following is equivalent to \[\log_{2x}3y \] A. \[\frac{ \log_{2x} }{ \log_{3y} }\] B. \[\frac{ \log_{3y} }{ \log_{2x} }\] C. \[\log \frac{ 2x }{ 3y }\] D.\[\log_\frac{ 3y }{ 2x }\]
If you know this property of logarithms... |dw:1367177413231:dw| where 'a' is a number satisfying the normal properties of base... Hope this helps :-)
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