Question 624523
solve the equation 9 log5 x = 25 logx 5
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If you mean
{{{9*log(5,x) = 25*log(x,5)}}}
{{{0.36*log(5,x) = log(x,5)}}}
{{{0.36*log(x)/log(5) = log(5)/log(x)}}}
{{{0.36*(log(x))^2 = (log(5))^2}}}
Take sq root
{{{0.6*log(x) = log(5)}}}
log(x) = (5/3)*log(5) = log(5^(5/3))
{{{x = 5^(5/3) = root(3,3125)}}}