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articleDescription: Une identité est une relation d'équivalence A = B où A et B sont des expressions différentes de la même valeur. Par exemple, (a + b)² = a² + 2ab + b² exprime la même valeur des deux côtés de l'équation quelles que soient les valeurs choisies pour a et b.
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articleDescription: En géométrie, les objets point, ligne et plan sont décrits mais non définis. En utilisant les méthodes axiomatiques d'Euclide, ces objets sont ensuite utilisés comme base pour construire et définir d'autres objets géométriques.
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articleDescription: Lorsque vous travaillez avec des triangles rectangles, il est utile de considérer le sinus, le cosinus et la tangente comme le rapport des longueurs des côtés. Lorsque vous travaillez avec le cercle unitaire, il est plus utile de considérer le sinus, le cosinus et la tangente comme des fonctions.
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