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Aim: How do we multiply monomials with polynomials? Do Now:

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Presentation on theme: "Aim: How do we multiply monomials with polynomials? Do Now:"— Presentation transcript:

1 Aim: How do we multiply monomials with polynomials? Do Now:

2 Agenda Do Now Homework Check Review of Friday’s lesson Lesson Practice

3 Homework# 4 due Wednesday 9/18

4 Homework Check

5 Do Now

6

7

8 Review

9 On Friday we learned:

10 Practice together!

11 Another one!

12 Last one!

13 Independent Practice

14 Monomial times a polynomial For multiplying a monomial with a polynomial, use the distributive property. (5x 3 )(4x + 6x 2 ) 1)Distribute (multiply) the number outside the parentheses to the first term.

15 (5x 3 )(4x + 6x 2 ) 2) Add a plus sign. 3) Multiply the term in front of the parentheses with the second term.

16 (5x 3 )(4x + 6x 2 ) 4) Now we are multiplying monomials!

17 Let’s try together! 3x 2 (2x +3)

18 One more!

19 Try on your own! 1.9x(5x +3) 2.3x(x 4 – 4) 3.x( x 3 + 3) 4.3x(x 4 – 4y) 5.x( xy 3 + 3y)

20 1.9x(5x +3) 2.3x(x 4 – 4) 3.x( x 3 + 3) 4. 3x(x 4 – 4y) 5.x( xy 3 + 3y)

21 Exit Slip


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