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    1

    ·        What are Polynomials?

    ·        Factoring Polynomials

    Section P3

    Pg 31 #7-12, 23, 25, 31, 39, 51, 61, 63, 91, 93, 97, 115, 137, 147, 150, 159, 160

    Factor packet

    PDF Notes

     
    • Write Polynomials in standard form
    • Add, subtract and multiply polynomials
    • Factor Polynomials

     

    2

    ·        Polynomial graphs and End Behavior

    ·        Zero’s of Polynomials

    ·        How to graph Polynomials

    Section 3.2

    Pg 262 #1-16, 41-47 odd, 55, 67, 71, 75, 85, 91, 109, 114-120

    Pink chart ws

    PDF Notes
    • Use the Leading Coefficient test and zeros to graph polynomials

     

    3

    ·        Polynomial Long Division

    ·        Synthetic Division

    ·        Remainder Theorem

    Section 3.3

    Pg 277 #9, 11, 17, 23-29 odd, 37, 45, 47, 53

    Division ws

    PDF Notes

    ·        Use Long Division and Synthetic Division to find all zeros.

    ·        Use the Remainder Theorem to find any value.

    4

     

     

    QUIZ

     

    5

    ·        Finding all Zeros.

    Section 3.3/3.4

     Pg 277 #61, 89-95 odds, 101, 103

    Pg 286 #29-35 odd, 41, 43, 45, 49, 61

    PDF Notes

    ·        Find all Zero’s of any Polynomial.

    6

    ·        Descartes Rule of Signs

    Section 3.3

    Pg 278 #63-71 odd

    Kuta ws

    ·        Use Descartes’ Rule of Signs to find all zeros

    7

    ·        Polynomial Inequalities

    Section 2.6

    Pg 220 #67-75

    Modeling ws (answers)

    ·        Be able to solve Polynomial Inequalites

    ·        Be able to solve real-life problems involving Polynomials.

     

    8

     

     

    Review packet

     

    9

     

     

    Test