Álgebra Ejemplos

$16 j^{2} k - 8 j^{6} k^{5} + 60 j^{3}$

Paso 1

Reordena $16 j^{2} k$ y $- 8 j^{6} k^{5}$ .

$- 8 j^{6} k^{5} + 16 j^{2} k + 60 j^{3}$

Paso 2

Factoriza $- 4 j^{2}$ de $- 8 j^{6} k^{5}$ .

$- 4 j^{2} (2 j^{4} k^{5}) + 16 j^{2} k + 60 j^{3}$

Paso 3

Factoriza $- 4 j^{2}$ de $16 j^{2} k$ .

$- 4 j^{2} (2 j^{4} k^{5}) - 4 j^{2} (- 4 k) + 60 j^{3}$

Paso 4

Factoriza $- 4 j^{2}$ de $60 j^{3}$ .

$- 4 j^{2} (2 j^{4} k^{5}) - 4 j^{2} (- 4 k) - 4 j^{2} (- 15 j)$

Paso 5

Factoriza $- 4 j^{2}$ de $- 4 j^{2} (2 j^{4} k^{5}) - 4 j^{2} (- 4 k)$ .

$- 4 j^{2} (2 j^{4} k^{5} - 4 k) - 4 j^{2} (- 15 j)$

Paso 6

Factoriza $- 4 j^{2}$ de $- 4 j^{2} (2 j^{4} k^{5} - 4 k) - 4 j^{2} (- 15 j)$ .

$- 4 j^{2} (2 j^{4} k^{5} - 4 k - 15 j)$