Math / AlgebraQuestionExpress the given quantity as a single logarithm 6log7(4)−log7(8)=log7(6 \log _{7}(4)-\log _{7}(8)=\log _{7}(6log7(4)−log7(8)=log7(Studdy SolutionCalculate 40968\frac{4096}{8}84096:40968=512 \frac{4096}{8} = 512 84096=512So, log7(40968)=log7(512) \log_{7}\left(\frac{4096}{8}\right) = \log_{7}(512) log7(84096)=log7(512) The expression simplifies to:log7(512) \log_{7}(512) log7(512)View Full Solution - FreeWas this helpful?