What is factor 3k^3-4k^2-12k+16 ?

The solution to factor 3k^3-4k^2-12k+16 is (3k-4)(k+2)(k-2)

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factor 3k^3-4k^2-12k+16

factor

3 k^{3} - 4 k^{2} - 12 k + 16

(3 k - 4) (k + 2) (k - 2)

Solution steps

3 k^{3} - 4 k^{2} - 12 k + 16

= (3 k^{3} - 4 k^{2}) + (- 12 k + 16)

Factor out

k^{2}

from

3 k^{3} - 4 k^{2} : k^{2} (3 k - 4)

Factor out

- 4

from

- 12 k + 16 : - 4 (3 k - 4)

= k^{2} (3 k - 4) - 4 (3 k - 4)

Factor out common term

3 k - 4

= (3 k - 4) (k^{2} - 4)

Factor

k^{2} - 4 : (k + 2) (k - 2)

= (3 k - 4) (k + 2) (k - 2)

- 2 = \frac{7}{5} (7) + b

4 - p < p + 7

\frac{2 i}{1 + 5 i}

2 + \frac{1}{4}

3 x = 2 x^{2}

What is factor 3k^3-4k^2-12k+16 ?
The solution to factor 3k^3-4k^2-12k+16 is (3k-4)(k+2)(k-2)