Lucas and erick are factoring the polynomial
12x3 – 6x2 + 8x – 4. lucas groups the polynomial (12x3 + 8x) + (–6x2 – 4) to factor. erick groups the polynomial (12x3 – 6x2) + (8x – 4) to factor. who correctly grouped the terms to factor? explain.

Both students are correct because polynomials can be grouped in different ways to factor. Both ways result in a common binomial factor between the groups. Using the distributive property , this common binomial term can be factored out. Each grouping results in the same two binomial factors.

Both students are correct because polynomials can be grouped in different ways to factor. Both ways result in a common binomial factor between the groups. Using the distributive property , this common binomial term can be factored out. Each grouping results in the same two binomial factors.

Step-by-step explanation:

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step-by-step explanation: