How to factor a trinomial to a higher power by factoring out GCF and then the quadratic

The video tutorial explains how to find the greatest common factor (GCF) in algebraic expressions. It demonstrates factoring by identifying common terms, specifically focusing on expressions involving X. The instructor simplifies expressions by factoring out X to the 6th power and completes the process by showing the final factored form.

How do you determine the highest power of X that can be factored out?

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What is the common factor that can be factored out from the given expressions?

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Explain how to factor out X to the 6th from the expressions provided.

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What does X to the 6th times what give you in the context of the problem?

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What is the final expression after factoring out the common factor?

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