Factor completely. 16n^6+40n^3+25

asked Dec 10, 2021 17.7k views

1 vote

Factor completely.
16n^6+40n^3+25

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5 votes

Answer:

Explanation:

(a + b)² = a² +2ab + b²

16n⁶ + 40n³ +25 = 4²*(n³)² + 2* 4n³ * 5 + 5²

=(4n³)² + 2 *4n³*5 + 5²

= (4n³ + 5)²

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