Respuesta:
x(x-11)(x+3)(x+52
Explicación paso a paso:
a²-b²=(a-b)(a+b)
*factorizando:
P(x)=(x+11)⁴ −5(x+1)² +4 [haciendo aspa simple]
(x+1)² -6=-6x+1)²
(x+1)² -1=-(x+1)²
→ P(x)=[(x+11)²-4][(x+1)²-1]
=[(x+11)²-2²][(x+1)²-1]
=(x+1-2)(x+1+2)(x+1-1)(x+1+1)
=(x-11)(x+3)x(x+2)
=x(x-11)(x+3)(x+2)
Si no esta bien es porque calcule mal
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Respuesta:
x(x-11)(x+3)(x+52
Explicación paso a paso:
a²-b²=(a-b)(a+b)
*factorizando:
P(x)=(x+11)⁴ −5(x+1)² +4 [haciendo aspa simple]
(x+1)² -6=-6x+1)²
(x+1)² -1=-(x+1)²
→ P(x)=[(x+11)²-4][(x+1)²-1]
=[(x+11)²-2²][(x+1)²-1]
=(x+1-2)(x+1+2)(x+1-1)(x+1+1)
=(x-11)(x+3)x(x+2)
=x(x-11)(x+3)(x+2)
Si no esta bien es porque calcule mal