Question 1142881
if m and n are positive real numbers such that 3 log 4 m = 4 log 5 n. find a relation between m and n which does not involved logarithm
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{{{3log(4m) = 4log(5n)}}}
{{{log(4^3*m^3) = log(5^4n^4)}}}
{{{64m^3 = 625n^4}}}
{{{m^3/n^4 = 625/64}}}
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