Algebra Examples

$150 m^{2} n z + 20 m n^{2} c - 120 m^{2} n c - 25 m n^{2} z$

Step 1

The polynomial cannot be factored using the grouping method. Try a different method, or if you aren't sure, choose Factor.

The polynomial cannot be factored using the grouping method.

Step 2

Factor $5 m n$ out of $150 m^{2} n z + 20 m n^{2} c - 120 m^{2} n c - 25 m n^{2} z$ .

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Step 2.1

Factor $5 m n$ out of $150 m^{2} n z$ .

$5 m n (30 m z) + 20 m n^{2} c - 120 m^{2} n c - 25 m n^{2} z$

Step 2.2

Factor $5 m n$ out of $20 m n^{2} c$ .

$5 m n (30 m z) + 5 m n (4 n c) - 120 m^{2} n c - 25 m n^{2} z$

Step 2.3

Factor $5 m n$ out of $- 120 m^{2} n c$ .

$5 m n (30 m z) + 5 m n (4 n c) + 5 m n (- 24 m c) - 25 m n^{2} z$

Step 2.4

Factor $5 m n$ out of $- 25 m n^{2} z$ .

$5 m n (30 m z) + 5 m n (4 n c) + 5 m n (- 24 m c) + 5 m n (- 5 n z)$

Step 2.5

Factor $5 m n$ out of $5 m n (30 m z) + 5 m n (4 n c)$ .

$5 m n (30 m z + 4 n c) + 5 m n (- 24 m c) + 5 m n (- 5 n z)$

Step 2.6

Factor $5 m n$ out of $5 m n (30 m z + 4 n c) + 5 m n (- 24 m c)$ .

$5 m n (30 m z + 4 n c - 24 m c) + 5 m n (- 5 n z)$

Step 2.7

Factor $5 m n$ out of $5 m n (30 m z + 4 n c - 24 m c) + 5 m n (- 5 n z)$ .

$5 m n (30 m z + 4 n c - 24 m c - 5 n z)$