LES PUISSANCES

Test précédent :

Test n°7/32

Test suivant :

Calcul NUMERIQUE

SERIE N° 5:

Niveau 3

-w-r-v-

CORRIGE : PUISSANCE d'opérations simples

CORRIGE CONTROLE:

:

Transformer les expressions suivantes	résultat	Obs.
=	= x^-p
x ⁿ x^p =	x ⁿ x^p = x ^n+p
X ⁿ Yⁿ=	X ⁿ Yⁿ= ( X Y )ⁿ
= x^p	= x^p
( Xⁿ )^p =	( Xⁿ )^p = X ⁿ^p
X ⁿ^p =	X ⁿ^p = ( Xⁿ )^p
x ^n+p = x ⁿ x^p	x ^n+p = x ⁿ x^p
( X Y )ⁿ = X ⁿ Yⁿ	( X Y )ⁿ = X ⁿ Yⁿ
=	=
=	= x ^n-p
x^-p =	x^-p =
X ^n-p=	X ^n-p=
=	=

CORRIGE EVALUATION :

	résultat
=	= = x^-p	= 3 ^-3
x ⁿ x^p =	x ⁿ x^p = x ^n+p	3³ 3² = 3 ³⁺²
X ⁿ Yⁿ=	X ⁿ Yⁿ= ( X Y )ⁿ	3 ³ 2³= ( 3 2)³ ( 3 2 )³ = ( 3₁ 2₁ )( 3₂ 2₂ ) ( 3₃ 2₃ ) =( 3³ 2³ )
= x^p	= x^p	= 3²
( Xⁿ )^p =	( Xⁿ )^p = X ⁿ^p	( 3² )³ = 3 ²³ = 3⁶
X ⁿ^p =	X ⁿ^p = ( Xⁿ )^p	3 ²³ = 3⁶ =( 3² )³
x ^n+p = x ⁿ x^p	x ^n+p = x ⁿ x^p	3 ³⁺²= 3³ 3²
( X Y )ⁿ = X ⁿ Yⁿ	( X Y )ⁿ = X ⁿ Yⁿ	( 3 2 )³= 3 ³ 2³
=	=	== ==
=	= x ^n-p	*= 3 ^{2-3 }**
x^-p =	x^-p =	3^-3 =
X ^n-p=	X ^n-p=	3 ^2-3 =
=	=	=

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