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Mathématiques

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La dérivée de l’application Arcsinus est définie par
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Soient une matrice de dimension et . Alors

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Soient deux applications

et

vérifiant

et

. Alors,
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La fonction

,

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Si alors la matrice est

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Le déterminant de la transposée d'une matrice est égal à

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Si alors la matrice est

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Soient

et soit

. La formule de Leibniz établit que
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Soit

une application. Alors, le graphe

admet une tangente horizontale si et seulement si

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Soient

. Parmi les assertions suivantes, lesquelles sont vraies ?
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