Apply distributive property to write a polynomial in standard form the identify degree

The video tutorial explains how to identify and convert a polynomial into its standard form by simplifying a product of monomials. It covers the process of multiplying monomials by adding their exponents and determining the degree and leading coefficient of the resulting polynomial. The tutorial emphasizes understanding the structure of polynomials and the importance of arranging terms in descending order of power.

Can you explain why the polynomial is not written as a sum?

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What is the leading coefficient of the polynomial in the example?

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