Precalculus Examples

$104 c^{2} n^{2} k^{5} - 91 c^{4} n k^{4} + 52 c^{3} n^{3} k^{3}$

Step 1

Factor $13 c^{2} n k^{3}$ out of $104 c^{2} n^{2} k^{5}$ .

$13 c^{2} n k^{3} (8 n k^{2}) - 91 c^{4} n k^{4} + 52 c^{3} n^{3} k^{3}$

Step 2

Factor $13 c^{2} n k^{3}$ out of $- 91 c^{4} n k^{4}$ .

$13 c^{2} n k^{3} (8 n k^{2}) + 13 c^{2} n k^{3} (- 7 c^{2} k) + 52 c^{3} n^{3} k^{3}$

Step 3

Factor $13 c^{2} n k^{3}$ out of $52 c^{3} n^{3} k^{3}$ .

$13 c^{2} n k^{3} (8 n k^{2}) + 13 c^{2} n k^{3} (- 7 c^{2} k) + 13 c^{2} n k^{3} (4 c n^{2})$

Step 4

Factor $13 c^{2} n k^{3}$ out of $13 c^{2} n k^{3} (8 n k^{2}) + 13 c^{2} n k^{3} (- 7 c^{2} k)$ .

$13 c^{2} n k^{3} (8 n k^{2} - 7 c^{2} k) + 13 c^{2} n k^{3} (4 c n^{2})$

Step 5

Factor $13 c^{2} n k^{3}$ out of $13 c^{2} n k^{3} (8 n k^{2} - 7 c^{2} k) + 13 c^{2} n k^{3} (4 c n^{2})$ .

$13 c^{2} n k^{3} (8 n k^{2} - 7 c^{2} k + 4 c n^{2})$