Question

Factorización de cada polinomio:
6m4n2 + 12m6n4 - 18m8n6 + 24m10n8
4x3 - x2 - 1 + 4x
3ab + a + 1 + 3b
n4 + 12n2 + 36
x10 - 2x5 + 1
Ayudenme a resolverlo porfa

Answer 1

Respuesta:

Factorizar: m4n2+12m6n4−18m8n6+24m10n8

=6m4n2+12m6n4+−18m8n6+24m10n8

Solución:

=24m10n8−18m8n6+12m6n4+6m4n2

Factorizar 4x3−x2−1+4x

4x3−x2+4x−1

=(4x−1)(x2+1)

Solución:

(4x−1)(x2+1)

Factorizar: 3ab + a + 1 + 3b

3ab + a + 1 + 3b

=(3ab + a) + (3b+1)

= (3b + 1) + a (3b + 1)

= (3b + 1) (a + 1)

Factorizar: n4 + 12n2 + 36

n4+12n2+36

=(n2+6)(n2+6)

Solución:

(n2+6)(n2+6)

Factorizar: x10 - 2x5 + 1

x10−2x5+1

=(x−1)(x−1)(x8+2x7+3x6+4x5+5x4+4x3+3x2+2x+1)

Solución:

(x−1)(x−1)(x8+2x7+3x6+4x5+5x4+4x3+3x2+2x+1)

Explicacion:

Espero te halla servido.