Question 1146992
Log5(x-3)+log (x+14)-log5 x=log5 5 
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If they're all base 5:
{{{log(5,(x-3)) + log(5,(x+14)) - log(5,x) = log(5,5)}}}
{{{log(5,(x-3)) + log(5,(x+14)) = log(5,x) + log(5,5)}}}
{{{log(5,((x-3)*(x+14))) = log(5,5x)}}}
{{{(x-3)*(x+14) = 5x}}}
{{{x^2 + 6x - 42 = 0}}}
Solve for x, reject negative solutions.