What is factor 6w^{10}+5w^5x+x^2 ?

The solution to factor 6w^{10}+5w^5x+x^2 is (3w^5+x)(2w^5+x)

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factor 6w^{10}+5w^5x+x^2

factor

6 w^{10} + 5 w^{5} x + x^{2}

(3 w^{5} + x) (2 w^{5} + x)

Solution steps

6 w^{10} + 5 w^{5} x + x^{2}

Break the expression into groups

= (6 w^{10} + 2 w^{5} x) + (3 w^{5} x + x^{2})

Factor out

2 w^{5}

from

6 w^{10} + 2 w^{5} x : 2 w^{5} (3 w^{5} + x)

Factor out

x

from

3 w^{5} x + x^{2} : x (3 w^{5} + x)

= 2 w^{5} (3 w^{5} + x) + x (3 w^{5} + x)

Factor out common term

3 w^{5} + x

= (3 w^{5} + x) (2 w^{5} + x)

e^{a} e^{b}

- 5 - 7 x = 2

x^{2} + 14 x - 27 = 8

\frac{2 x - 7}{3} - 1 = \frac{x - 4}{6}

3 \cdot 9

What is factor 6w^{10}+5w^5x+x^2 ?
The solution to factor 6w^{10}+5w^5x+x^2 is (3w^5+x)(2w^5+x)