0000:00:00:00:00Start18Number 18ExplanationIf log3x+log4y2=5\log_3 x + \log_4 y^2 = 5log3x+log4y2=5, then the maximum value of log3x⋅log2y\log_3 x \cdot \log_2 ylog3x⋅log2y is....254\frac{25}{4}425259\frac{25}{9}9252526\frac{25}{26}26251112536\frac{25}{36}3625
18Number 18ExplanationIf log3x+log4y2=5\log_3 x + \log_4 y^2 = 5log3x+log4y2=5, then the maximum value of log3x⋅log2y\log_3 x \cdot \log_2 ylog3x⋅log2y is....254\frac{25}{4}425259\frac{25}{9}9252526\frac{25}{26}26251112536\frac{25}{36}3625
