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Factor out the GCF: -9n^5 + 3n

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Factor out the GCF: -9n^5 + 3n

asked Jan 28, 2022 99.0k views

1 vote

Factor out the GCF:
-9n^5 + 3n

Mathematics
high-school

RealityMonster asked

by RealityMonster

8.2k points

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2 Answers

3 votes

Answer: 3n(-3n^3 + 1)

Explanation:

Factor out the GCF: -9n^5 + 3n-example-1

Adrian Matteo answered Jan 30, 2022

by Adrian Matteo

8.5k points

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4 votes

Answer:

3n or -3n(
3n^(4) -1)

Explanation:

i hope its correct!!!

^^

Raksja answered Feb 2, 2022

by Raksja

8.4k points

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1. Factor the polynomial by factoring out the Greatest common Factor (GCF): 3n^2– 6 + 9n A. 3(n^2+ 3n - 2) B. 3n(n^2 + 3n - 2) C. 3(n^2– 3n+2) D. n(n^2 +3n - 2)

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