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Mathematics, 22.02.2021 14:00 rave35

167 a. Calculer | Démontrer l'égalité : a
pour tous nombres réels a et b.

b. En déduire que, pour tout nombre entier naturel n,
le nombre⬇️

⬆️est un multiple de 9. ·

c. Démontrer que, pour tout nombre entier naturel
non nul k,


{a}^{3}  -  {b}^{3) = (a - b)( {a}^{2} + ab +  {b}^{2}
{(n + 3)}^{3} -  {n}^{3}
(n +  {3}^{k} ) -  {n}^{3}  est \: multiple \: de \:  {3}^{k}  { + }^{1}

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167 a. Calculer | Démontrer l'égalité : a

pour tous nombres réels a et b.

b....
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