This document provides instructions on how to multiply a polynomial by a monomial. It explains that to multiply terms like 3x(4x - 1), you distribute the monomial by multiplying it by each term in the polynomial. This results in 12x^2 - 3x. It then gives the example of multiplying (3y^2 - y + 6)(-2y^2), and provides more practice problems to solve involving multiplying polynomials by monomials. It directs the reader to page 227 of their materials to complete problems 1 through 9.

1. 6.8 Multiplying a Polynomial by a MonomialObjective: To multiply a polynomial by a monomialFrameworks: 10.P.3

2. How would you multiply . . . 3x(4x – 1)Distribute: multiply 3x times 4x and 3x times (-1)12x2- 3xNow multiply (3y2 – y + 6)(-2y2)

3. More practice . . . 9y2(2y – 7) y4(-y – 2) a4 – 6a2- 4a2(3a2 – 7a + 2)

4. Turn to page 227Do 1-9