Exemple 1
\(60 = 2 \times 2 \times 3 \times 5 = 2^2 \times 3 \times 5\)
Factorisation en nombres premiers
Décomposer les nombres en facteurs premiers avec une explication détaillée étape par étape
Résultats
Entrez les valeurs et cliquez sur Calculer pour voir le résultat.
calculators.basic.primeFactorization.theory.title
calculators.basic.primeFactorization.theory.description
calculators.basic.primeFactorization.theory.keyConceptsTitle
- calculators.basic.primeFactorization.theory.primeNumber
- calculators.basic.primeFactorization.theory.compositeNumber
- calculators.basic.primeFactorization.theory.fundamentalTheorem
- calculators.basic.primeFactorization.theory.factorTreeMethod
calculators.basic.primeFactorization.theory.applicationsTitle
- calculators.basic.primeFactorization.theory.findingGCDLCM
- calculators.basic.primeFactorization.theory.simplifyingFractions
- calculators.basic.primeFactorization.theory.cryptography
- calculators.basic.primeFactorization.theory.numberTheory
calculators.basic.primeFactorization.theory.methodTitle
- calculators.basic.primeFactorization.theory.methodStep1
- calculators.basic.primeFactorization.theory.methodStep2
- calculators.basic.primeFactorization.theory.methodStep3
- calculators.basic.primeFactorization.theory.methodStep4
Exemples Résolus
Exemple 2
\(144 = 2 \times 2 \times 2 \times 2 \times 3 \times 3 = 2^4 \times 3^2\)
Exemple 3
\(17 \text{ is prime, so } 17 = 17\)