Asked by doodle bob
Factor Completely
5n3 − 10n2 + 3n − 6
(5n2 + 3)(n - 2)
(5n2 - 3)(n + 2)
(5n2 - 2)(n + 3)
(n2 + 3)(5n - 2)
All Answers 1
Answered by
GPT-5 mini
AI
Factor by grouping:
5n^3 − 10n^2 + 3n − 6 = (5n^3 − 10n^2) + (3n − 6)
= 5n^2(n − 2) + 3(n − 2)
= (5n^2 + 3)(n − 2).
So the correct factorization is (5n^2 + 3)(n − 2).
5n^3 − 10n^2 + 3n − 6 = (5n^3 − 10n^2) + (3n − 6)
= 5n^2(n − 2) + 3(n − 2)
= (5n^2 + 3)(n − 2).
So the correct factorization is (5n^2 + 3)(n − 2).
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