Priority Standards: A-APR-3: Identify zeros of polynomials when suitable factorizations are available, and use the zeros to construct a rough graph of the function defined by the polynomial.
Topics and "I can" Statements:
Unit 8: Polynomial Equations and Variations Resources
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Topics and "I can" Statements:
- I can divide polynomials using long division.
- I can divide polynomials using synthetic division.
- I can use the remainder and factor theorems to find factors of polynomials and to solve polynomial equations.
- I can apply the rational root theorem to find all of the rational roots of a polynomial function.
- I can draw appropriate graphs for higher degree polynomial functions when given key facts about the functions.
- I can find all rational and complex zeros of higher degree polynomial functions.
- I can solve problems using direct, inverse, and joint variations.
- I can use linear interpolation to find values not listed in a given table of data.
Unit 8: Polynomial Equations and Variations Resources
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- Unit 8 Note Packet- Blank
- Unit 8- Lesson #1:Dividing Polynomials with Long Division (pg. 2-4)
- Unit 8- Lesson #2: Dividing Polynomials with Synthetic Division (pg. 5-6)
- Unit 8- Lesson #3: The Remainder and Factor Theorems (pg. 7- 9)
- Unit 8- Lesson #4: The Rational Root Theorem (pg. 10-14)
- Unit 8- Lesson #5: Some Useful Theorems (pg. 14-17)
- Unit 8- Lesson #6: Graphing Higher Degree Polynomials (pg. 17-21)
- Unit 8- Lesson #7: Finding Rational and Complex Zeros of Polynomials Functions (pg. 22-24)
- Unit 8- Lesson #8: Direct Variation and Proportion (pg. 25-28)
- Unit 8- Lesson #9: Inverse and Joint Variations (pg. 29-32)
- Unit 8- Lesson #10: Linear Interpolation (pg. 33- 35)
- Unit 8 Notes Packet- Part 1 (pg. 1-10)
- Unit 8 Note Packet- Part 2 ( pg. 9-24)
- Unit 8 Note Packet- Part 3 ( pg. 25-35)
- Unit 8 Review- Blank
- Unit 8 Review- Key