Basic Math Examples

$42 j^{2} k - 78 j k^{3} + 66 j^{3} k^{4}$

Step 1

Factor $6 j k$ out of $42 j^{2} k$ .

$6 j k (7 j) - 78 j k^{3} + 66 j^{3} k^{4}$

Step 2

Factor $6 j k$ out of $- 78 j k^{3}$ .

$6 j k (7 j) + 6 j k (- 13 k^{2}) + 66 j^{3} k^{4}$

Step 3

Factor $6 j k$ out of $66 j^{3} k^{4}$ .

$6 j k (7 j) + 6 j k (- 13 k^{2}) + 6 j k (11 j^{2} k^{3})$

Step 4

Factor $6 j k$ out of $6 j k (7 j) + 6 j k (- 13 k^{2})$ .

$6 j k (7 j - 13 k^{2}) + 6 j k (11 j^{2} k^{3})$

Step 5

Factor $6 j k$ out of $6 j k (7 j - 13 k^{2}) + 6 j k (11 j^{2} k^{3})$ .

$6 j k (7 j - 13 k^{2} + 11 j^{2} k^{3})$