What is factor-b^6-12b^2+8+6b^4 ?

The solution to factor-b^6-12b^2+8+6b^4 is -(b+sqrt(2))^3(b-sqrt(2))^3

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factor-b^6-12b^2+8+6b^4

factor

- b^{6} - 12 b^{2} + 8 + 6 b^{4}

- (b + 2)^{3} (b - 2)^{3}

Solution steps

- b^{6} - 12 b^{2} + 8 + 6 b^{4}

Factor out common term

- 1

= - (b^{6} - 6 b^{4} + 12 b^{2} - 8)

Factor

b^{6} - 6 b^{4} + 12 b^{2} - 8 : (b + 2) (b - 2) (b + 2) (b - 2) (b + 2) (b - 2)

= - (b + 2) (b - 2) (b + 2) (b - 2) (b + 2) (b - 2)

Refine

= - (b + 2)^{3} (b - 2)^{3}

50 x - 2 x

W (x e^{c})

8 x + 3 x

(2 cos (x^{2})) - 4

x^{2} + \frac{9}{5} x - 64

What is factor-b^6-12b^2+8+6b^4 ?
The solution to factor-b^6-12b^2+8+6b^4 is -(b+sqrt(2))^3(b-sqrt(2))^3