Factoring a trinomial to a higher order

The video tutorial explains how to factor a polynomial expression, starting with identifying common terms and factoring them out. It then delves into the quadratic form, explaining the roles of coefficients and constants. The process of finding factors that multiply to a specific product and add to a specific sum is detailed. Finally, the tutorial concludes with the complete factorization of the expression, ensuring all steps are clear and logical.

What are the factors of 36 that add up to 12?

Describe how to factor the expression when the leading coefficient is not 1.

What is the final factored form of the trinomial discussed in the text?