IPMAT IndoreModern Math > Medium1987202520652000✅ Correct Option: 2Watch NowApproximation & DigitsRelated questions:IPMAT Indore 2026If log1824=p\log_{18} 24 = plog1824=p, then log96108\log_{96} 108log96108 equalsIPMAT Indore 2019The value of (log330)−1+(log4900)−1+(log530)−1(\log_{3} 30)^{-1} + (\log_{4} 900)^{-1} + (\log_{5} 30)^{-1}(log330)−1+(log4900)−1+(log530)−1 isIPMAT Indore 2024If log4x=a\log_4 x = alog4x=a and log25x=b\log_{25} x = blog25x=b, then logx10\log_x 10logx10 is