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The first question you should ask when factoring polynomials is:

**"Can I divide all terms by a GCF?"**

This approach simplifies the polynomial by removing any common factor, making the next steps of factoring easier. It’s a fundamental initial step because factoring out the greatest common factor (GCF) can reduce the polynomial into a simpler form, often revealing other factoring techniques.

Would you like more details on factoring polynomials?

Here are some follow-up questions to explore:

1. How do you determine the GCF in a polynomial?
2. What should you do if there is no common factor in a polynomial?
3. Why is it important to check for a GCF before other factoring methods?
4. How does knowing the degree of a polynomial help in factoring?
5. What are common factoring techniques for polynomials with four terms?

**Tip:** Always start with the GCF when factoring polynomials. It simplifies the process and often uncovers additional factoring possibilities.

What question should you ask yourself first when factoring polynomials?

Learn the essential first question to ask when factoring polynomials: 'Can I divide all terms by a GCF?' This approach simplifies the polynomial, making further factoring steps easier. Discover the importance of the GCF and additional tips for effective polynomial factoring, suitable for Grades 8-10.

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