Q1:
2026
Modern Math > Logarithms
Medium
If $\log_6 x + 2\log_{36} x + 3\log_{216} x = 9$, then $x = $ ___
Correct Answer
Option 3
Correct Answer
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2026
Medium
If $\log_6 x + 2\log_{36} x + 3\log_{216} x = 9$, then $x = $ ___
BMSAT Kozhikode 2025
Easy
If $y > 0,$ and $\log_{y}(x) = 4, \log_{10y} (25x) = 2$ hold, what is $y?$
BMSAT Kozhikode 2025
Medium
Simplify the following: $\dfrac{1}{\log_{8}(x)} - \dfrac{1}{\log_{7}(x)} + \dfrac{1}{\log_{6}(x)} - \dfrac{1}{\log_{5}(x)} + \dfrac{1}{\log_{4}(x)} - \dfrac{1}{\log_{3}(x)} + \dfrac{1}{\log_{2}(x)}$