L'Hôpital's rule

英語（米国） (en-US) 英語（イギリス） (en-GB)

IPA（発音記号）

/ˌloʊpiːˈtɑːlz ˈɹuːl/

固有名詞

(mathematics) The rule that the limit of the ratio of two functions equals the limit of the ratio of their derivatives, usable when the former limit is indeterminate and the latter limit exists.

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Because both the numerator and denominator approach zero, you can apply L'Hôpital's rule to evaluate the limit.

詳細

意味（1）

(mathematics) The rule that the limit of the ratio of two functions equals the limit of the ratio of their derivatives, usable when the former limit is indeterminate and the latter limit exists.