What other ways can I go about finding the solution to this limit. – math.stackexchange.com

I'm searching for another way to solve $\lim\limits_{x \to 0} \frac{9^x - 4^x}{2^x - 3^x}$. I used L'Hospital's rule making it $\frac{ln9(9^x) - ln4(4^x)}{ln2(2^x) - ln3(3^x)}$ This gave me an ...

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