1. Multiply a Polynomial by a Monomial
SWBAT multiply monomials; multiply a polynomial by a monomial

2. Multiplying two monomials
Multiply the coefficient
Multiply the variables using the laws of exponents
(-5x2y)(7x3y4)
(-5*7) (x2*x3)(y*y4)
-35 (x2+3)(y1+4)
-35x5y5

3. Multiplying a Polynomial by a Monomial
Apply the distributive property to distribute the monomial across the terms of the polynomial
Multiply the monomials to simplify
3a2b3(-7ab2 – 3a2b)
3a2b3(-7ab2) + 3a2b3(-3a2b)
(3*-7)(a2*a)(b3*b2) + (3*-3)(a2*a2 )(b3*b)
-21a3b5 + -9a4b4

4. Examples y(y+5) -2n(7 – 5n2) -7m(3m2 + 4m + 5) 2ab(3a2 – 2ab + 6b2)
3a2 (2a2 – 5a + 8)
-3x3y(5yx + 6y2)

5. Box Method 6y2 (4y2 – 9y - 7) 24y4 -54y3 42y2 4y2 – 9y - 7 6y2

6. Classwork Complete problems 1-11 on your worksheet Homework
WB page 173, 1-10