What is factor 4p^4q+32pq^4 ?

The solution to factor 4p^4q+32pq^4 is 4pq(p+2q)(p^2-2pq+4q^2)

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factor 4p^4q+32pq^4

factor

4 p^{4} q + 32 p q^{4}

4 pq (p + 2 q) (p^{2} - 2 pq + 4 q^{2})

Solution steps

4 p^{4} q + 32 p q^{4}

Factor out common term

4 pq : 4 pq (p^{3} + 8 q^{3})

= 4 pq (p^{3} + 8 q^{3})

Factor

p^{3} + 8 q^{3} : (p + 2 q) (p^{2} - 2 pq + 4 q^{2})

= 4 pq (p + 2 q) (p^{2} - 2 pq + 4 q^{2})

- 9 q + 4 - 6 q - 7

3 18 x^{2} + 2 8 x^{2}

\frac{i ^{87}}{- 2 + 3 i}

- 18 + 7

- 990 - 160

What is factor 4p^4q+32pq^4 ?
The solution to factor 4p^4q+32pq^4 is 4pq(p+2q)(p^2-2pq+4q^2)