CATModern Math > Mediumlog273\log_2 \frac{7}{3}log237log227\log_2 27log227log233\frac{\log_2 3}{3}3log23log29\log_2 9log29✅ Correct Option: 3Related questions:CAT 2018 Slot 2If p3=q4=r5=s6p^3 = q^4 = r^5 = s^6p3=q4=r5=s6, then the value of logs(pqr)\log_s(pqr)logs(pqr) is equal toCAT 2024 Slot 2If a, b and c are positive real numbers such that a>10≥b≥ca > 10 \ge b \ge ca>10≥b≥c and log8(a+b)log2c+log27(a−b)log3c=23\frac{\log_8(a+b)}{\log_2 c} + \frac{\log_{27}(a - b)}{\log_3 c} = \frac{2}{3}log2clog8(a+b)+log3clog27(a−b)=32, then the greatest possible integer value of a isCAT 2023 Slot 2For some positive real number xxx, if log3(x)+logx(25)logx(0.008)=163\log_{\sqrt{3}}(x) + \frac{\log_x (25)}{\log_x (0.008)} = \frac{16}{3}log3(x)+logx(0.008)logx(25)=316, then the value of log3(3x2)\log_3(3x^2)log3(3x2) is