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let-a-b-N-a-b-a-b-ab-a-n-a-n-1-a-explicite-a-n-en-fonction-de-a-




Question Number 153214 by pticantor last updated on 05/Sep/21
let a,b∈N^∗     a∗b=a+b+ab  a^((n)) =a^((n−1)) ∗a  explicite a^((n))  en fonction de a
leta,bNab=a+b+aba(n)=a(n1)aexplicitea(n)enfonctiondea
Answered by ghimisi last updated on 05/Sep/21
a∗b=(a+1)(b+1)−1  a^((n)) =(a+1)^n −1
ab=(a+1)(b+1)1a(n)=(a+1)n1
Commented by pticantor last updated on 05/Sep/21
cant u explain please?
cantuexplainplease?

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