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Which polynomial is factored completely?

A. 4
B. 4(4x²)
C. 2x(4y² + 5y)
D. 32(9x²+1)
E. 5x² - 17x + 14

1 Answer

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Final answer:

Option C, 2x(4y² + 5y), is factored completely as it is expressed as a product of two factors and cannot be factored further.

Step-by-step explanation:

The question asks which polynomial is factored completely. The factored completely polynomial is option C, 2x(4y² + 5y). This polynomial is factored completely because it is expressed as a product of two factors, 2x and (4y² + 5y), and cannot be factored further. Options A, B, and D are not polynomials, and so cannot be factored, while E is a quadratic polynomial that can potentially be factored further.

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