CATModern Math > Easylog4(72)\log_4 (\frac{7}{2})log4(27)log4(32)\log_4 (\frac{3}{2})log4(23)log4(232)\log_4 (\frac{23}{2})log4(223)log47\log_4 7log47✅ Correct Option: 1Related questions:CAT 2018 Slot 2The smallest integer nnn for which 4n>17194^n > 17^{19}4n>1719 holds, is closest 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 1If xxx and yyy are positive real numbers such that logx(x2+12)=4\log_{x}\left(x^{2}+12\right)=4logx(x2+12)=4 and 3logyx=13 \log _{y} x=13logyx=1, then x+yx+yx+y equals