What is factor 0.008f^6+g^3h^9 ?

The solution to factor 0.008f^6+g^3h^9 is (0.2f^2+gh^3)(0.04f^4-0.2f^2gh^3+g^2h^6)

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factor 0.008f^6+g^3h^9

factor

0.008 f^{6} + g^{3} h^{9}

(0.2 f^{2} + g h^{3}) (0.04 f^{4} - 0.2 f^{2} g h^{3} + g^{2} h^{6})

Solution steps

0.008 f^{6} + g^{3} h^{9}

Rewrite

g^{3} h^{9}

(g h^{3})^{3}

= 0.008 f^{6} + (g h^{3})^{3}

Rewrite

0.008 f^{6} + (g h^{3})^{3}

Apply Sum of Cubes Formula:

x^{3} + y^{3} = (x + y) (x^{2} - x y + y^{2})

Refine

Simplify

0.00 8^{\frac{2}{3}} = 0.04

= (0.2 f^{2} + g h^{3}) (0.04 f^{4} - 0.2 f^{2} g h^{3} + g^{2} h^{6})

[cos (x) + sin (x)]

81 x 6 - (y + 1) 2

2 a x + 2 a y + 3 b x + 3 b y

V (2.6)

What is factor 0.008f^6+g^3h^9 ?
The solution to factor 0.008f^6+g^3h^9 is (0.2f^2+gh^3)(0.04f^4-0.2f^2gh^3+g^2h^6)