tyler applied the change of base formula to a logarithmic expression. the resulting expression is…

tyler applied the change of base formula to a logarithmic expression. the resulting expression is shown.\\(\frac{log \frac{1}{4}}{log 12}\\)\\nwhich expression could be tyler’s original expression?\\n\\(12 log \frac{1}{4}\\)\\(\\log_{12} \frac{1}{4}\\)\\(\\frac{1}{4} log 12\\)\\(\\log_{\frac{1}{4}} 12\\)

tyler applied the change of base formula to a logarithmic expression. the resulting expression is shown.\\(\frac{log \frac{1}{4}}{log 12}\\)\\nwhich expression could be tyler’s original expression?\\n\\(12 log \frac{1}{4}\\)\\(\\log_{12} \frac{1}{4}\\)\\(\\frac{1}{4} log 12\\)\\(\\log_{\frac{1}{4}} 12\\)

Answer

Answer:

$\log_{12} \frac{1}{4}$