Factoring out a GCF by applying the box method

The video tutorial covers the process of factoring polynomials by finding the greatest common factor (GCF) and relates it to the concept of finding side lengths of a rectangle. The teacher explains polynomial multiplication as finding the area and discusses how to factor polynomials without using fractions. The lesson concludes with verification of the answers using the distributive property.

What is the first step in factoring polynomials as mentioned in the text?

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How do you determine the number of boxes to create when factoring?

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What common factor is identified in the polynomial X^3 - 4X^2 + 2X?

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What should you do if you encounter fractions while factoring?

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Explain the significance of the distributive property in checking your answers.

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