Tutorial - Learn the best method to factoring a trinomial when a is not 1 ex 13, 3n^2 -17n+10

The video tutorial explains how to factor trinomials using the AC method. It begins with an introduction to the importance of factoring and the AC method, followed by a detailed explanation of the method. The tutorial then demonstrates how to apply the AC method by finding factors that multiply to a specific product and add to a specific sum. The process includes rewriting the trinomial and using grouping to factor the polynomial. The tutorial concludes with a summary of the steps for factoring trinomials when the leading coefficient is not 1.

What is the AC method in factoring trinomials?

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How do you determine the factors of a trinomial that multiply to a specific number and add to another?

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Explain the process of rewriting a trinomial using its factors.

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What is the significance of factoring by grouping in the context of trinomials?

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Describe how to factor a trinomial when the leading coefficient is not equal to 1.

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