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Limit of $\\frac{x^c-c^x}{x^x-c^c}$ as $x \\rightarrow c$ My question is: Show that $\lim_{x \rightarrow c} \frac{x^c-c^x}{x^x-c^c}$ exists and find its value Because the limit is 0 0 I've tried using L'Hopital's rule, but every time I differentiate it I