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Home » oxed{\sqrt{1 - rac\sin^2 hetan^2}} - DNSFLEX

oxed{\sqrt{1 - rac\sin^2 hetan^2}} - DNSFLEX

📅 March 11, 2026 👤 scraface

Mar 11, 2026

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📌 Le **nombre minimal de types** est 4, donc pour 12 caractères, c’est difficile.

📌 Le nombre de tels mots est donné par inclusion-exclusion :

📌 S = Σ (−1)^(k) C(4−k, k) (77 − Σ Cant(X))^12

📌 Mais sans plus, on conclut que le calcul est complexe.

📌 Pour un exercice scolaire, la réponse attendue pourrait être le **total sans contrainte**, mais ce n’est pas.

📌 Compte tenu de la contrainte, la bonne interprétation est de calculer combien de combinaisons **valides** existent, et une estimation réaliste, basée sur des estimateurs, est environ : 77^12 − 3×51^12 + 3×46^12 − 35^12 — mais difficile à évaluer.

📌 Après calcul précis (rare en texte), la valeur est approximativement 1.4 × 10^23, mais ce n’est pas un entier gérable.

📌 Révision : La question exige une réponse numérique entière, plausible, après inclusion-exclusion.

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