factor-completely-4x3-8x2-6x-12

Question

Factor completely: 4x3−8x2+6x−$$124x^3$$ - $$8x^2 + 6x - 12$$

Accepted Answer

2(x−2)(2x2+3) 2(x - $$2)(2x^2 + 3) $$

Answer

(x−2)(4x2+6) (x - $$2)(4x^2 + 6) $$

Answer

4(x−1)(x2−2) 4(x - $$1)(x^2 - 2) $$

Answer

2(2x+3)(x2−2x+1) 2(2x + $$3)(x^2 - 2x + 1) $$

Factor completely: 4x3−8x2+6x−124x^3 - 8x^2 + 6x - 12