Vous connaissez les suites géométriques $U_n + 1 = qU_n$ où q est la raison de la suite Ce qui donne pour propriété $U_n = U_0q^n$ et $S_n = U_01 – q^n + 1\over 1 – q$ Dans le cas de mathématiques financière et d’intérets composés (c’est-à-dire que les intérets rapportent eux mêmes des intérets) …
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