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log735+log735−log725= ? \large \log_7 35 + \log_7 35 - \log_7 25 = \ ? log735+log735−log725= ?
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logyx+logxy=−2\large\log_{\color{#20A900}{y}}{\color{#3D99F6}{x}}+\log_{\color{#3D99F6}{x}}{\color{#20A900}{y}}=-2logyx+logxy=−2 Find the value of xy.\color{#3D99F6}{x}\color{#20A900}{y}.xy.
If 4log12(x9)+log12(x6)=126 4 \log_{12} \left(x^9\right) + \log_{12} \left(x^6\right) = 1264log12(x9)+log12(x6)=126, find x.x.x.
1log2100!+1log3100!+1log4100!+…+1log100100!= ?\frac{1}{\log_{2}{100!}}+\frac{1}{\log_{3}{100!}}+\frac{1}{\log_{4}{100!}}+\ldots+\frac{1}{\log_{100}{100!}}= \ ? log2100!1+log3100!1+log4100!1+…+log100100!1= ?
Find the smallest number among the following numbers:
(A) log20152016\log_{2015}2016log20152016
(B) log20162017\log_{2016}2017log20162017
(C) log20172018\log_{2017}2018log20172018
(D) log20182019\log_{2018}2019log20182019
(E) log20192020\log_{2019}2020log20192020
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