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L'Hôpital's Rule allows you to resolve indeterminate limits by differentiating the numerator and the denominator separately. Suppose that are differentiable and on an open interval that contains (except possibly at

. If the result is still indeterminate, you can apply the rule again. Example Visualization The following graph illustrates how two functions, , both approaching zero at a point 4.7 / 10 ActionThri...

, can have a determined limit for their ratio based on their slopes (derivatives) at that point. ✅ Result L'Hôpital's Rule allows you to resolve indeterminate limits