Mr. Buffington introduces the concept of multiplying monomials and polynomials, starting with a review of monomial multiplication. He demonstrates the process of multiplying a monomial by a trinomial, emphasizing the importance of separating terms with addition. The lesson progresses to more complex polynomial multiplication, including examples with multiple variables. Throughout, Mr. Buffington highlights shortcuts and standard forms, ensuring students understand the step-by-step process.

What is the main topic of Mr. Buffington's lesson?

• Multiplying monomials and polynomials

• Dividing monomials

• Adding polynomials

• Subtracting polynomials

In the review, what is the result of multiplying the coefficients -5 and 7?

• 12

• -35

• -12

• 35

When multiplying monomials, what do you do with the exponents of like bases?

• Subtract them

• Multiply them

• Add them

• Divide them

What is the result of multiplying x^3 by x^2?

• x^5

• x^3

• x^6

• x^4

In the example of multiplying a monomial by a trinomial, what is the first step?

• Multiply the monomial by each term in the trinomial

• Add all terms together

• Subtract the monomial from the trinomial

• Divide the trinomial by the monomial

What is the result of 3x times 4x?

• 7x

• 7x^2

• 12x^2

• 12x

How do you handle subtraction when multiplying a monomial by a polynomial?

• Subtract it after multiplication

• Multiply it directly

• Treat it as addition of a negative

• Ignore it

In the example with a four-term polynomial, what is the first term multiplied by the monomial?

• 3a^3

• 6a^2

• 7a

• 9

What is the result of multiplying -2a^2 by 3a^3?

• 6a^5

• -6a^5

• -6a^6

• 6a^6

What is the result of multiplying -2a^2 by -6a^2?

• 12a^3

• -12a^4

• 12a^4

• -12a^3