Chapter 1. Polynomial and Rational Functions. 3.3. Dividing Polynomials; Remainder and Factor Theorems презентация
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- 2. Objectives: Use long division to divide polynomials. Use synthetic division to
- 3. Long Division of Polynomials 1. Arrange the terms of both the
- 4. Long Division of Polynomials (continued) 5. Bring down the next term
- 5. The Division Algorithm If f(x) and d(x) are polynomials, with
- 6. Example: Long Division of Polynomials Divide
- 7. Example: Long Division of Polynomials (continued) Divide
- 8. Synthetic Division 1. Arrange the polynomial in descending powers, with a
- 9. Synthetic Division (continued) 5. Add the values in this new column,
- 10. Example: Using Synthetic Division Use synthetic division to divide
- 11. Synthetic Division (continued) Use synthetic division to divide
- 12. The Remainder Theorem If the polynomial f(x) is divided by x
- 13. Example: Using the Remainder Theorem to Evaluate a Polynomial Function Given
- 14. The Factor Theorem Let f(x) be a polynomial. a. If f(x)
- 15. Example: Using the Factor Theorem Solve the equation
- 16. Example: Using the Factor Theorem Solve the equation
- 17. Example: Using the Factor Theorem (continued) Solve the equation
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