Question

log3_5 = logn_10 then find the value of n

Answer 1

$log_{3}(5) = log_{n}(10)$

$= log_{3}(10) . log_{n}(3)$

$log_{3}(n) = \frac{ log_{3}(10) }{ log_{3}(5) }$

$= log_{5}(10)$

$n = {(3)}^{ log_{5}(10) }$