Section 1.3: Equations and Graphs of Polynomial Functions (p. 32 - 38)
Key Concepts:
Prior Knowledge:
Line Symmetry and Point Symmetry
Line Symmetry and Point Symmetry
Lessons for Section 1.3:
1. End Behaviour of a Polynomial Function in Factored Form
2. Graphs and Equations of Polynomial Functions
Note: Multiplicity of n for a zero means the zero is of order n.
Note: Multiplicity of n for a zero means the zero is of order n.
3. Odd and Even Functions (General Definition)
Note: For this unit, we only focus on odd & even functions that are polynomial functions.
Note: For this unit, we only focus on odd & even functions that are polynomial functions.
4. Is the Function Odd, Even, or Neither? Part 1
Note: Non-polynomial functions can be odd or even too!
Note: Non-polynomial functions can be odd or even too!
5. Is the Function Odd, Even, or Neither? Part 2
Note: Non-polynomial functions can be odd or even too!
Note: Non-polynomial functions can be odd or even too!
6. Graphs of Polynomial Functions with Zeros and Multiplicities
7. Graphing Polynomial Functions in Factored Form
Assigned Practices:
- Worksheet 1-3
- eBook: Read p. 38 - Key Concepts
- eBook: Do exercises on p. 39 #1 to 2, #3 (ii, iii), #4 (a, b), #5 to 7, #9 (a, b), #11
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SmartBoard Notes:
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