L'hôpital's rule is a method of using derivatives to calculate indefinite limits. This rule was discovered by Swiss mathematician Johann Bernoulli, so it is also called Bernoulli's rule. In 1956, with the encouragement of laboratory director Jan Aron, Stern critically evaluated the evidence regarding flumaline, recalling his involvement in a fascinating project years before as an intern at the Hôpital de la Pitié in Paris with Professor Francis Rathery. L'hôpital's rule was actually discovered by Swiss mathematician Johann Bernoulli in 1694. However, this law was eventually named "Lópida's law", which is related to the French mathematician Guillaume.
Katy Tur (9/5/2023) — Newswomen
1 L'hôpital's rule L'hôpital's rule is a method of using derivatives to calculate indefinite limits. This law was discovered by Swiss mathematician Johann Bernoulli, so it is also called Bernoulli's method.
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