Answer:
ln(x^2/y^3)
Step-by-step explanation:
So one of log rules is that when you subtract to logs of the same base, its a division. So both of them have base e. Also the multiplication of a log acts as the power of the argument.
So 2lnx - 3lny = ln(x)^2 - ln(y)^3
ln(x^2) / ln (y^3) = ln(x^2/y^3)
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