Factoring out the GCF then perfect square trinomial with multiple terms

The video tutorial explains how to factor a polynomial expression by identifying and factoring out the greatest common factor (GCF). It guides through the process of simplifying the expression and recognizing it as a perfect square trinomial. The tutorial emphasizes the importance of factoring out the GCF first and then checking for further factorization opportunities.

What is the GCF in the expression given in the text?

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Explain the process of factoring out the GCF from the expression.

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What does it mean for an expression to be a perfect square trinomial?

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How can you rewrite a perfect square trinomial according to the text?

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What is the final answer after factoring the expression as described in the text?

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