1. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly.

2. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs.

3. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs.

4. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

5. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

6. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

7. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

8. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

9. COMBINED PROBLEMS The Remainder / Factor Theorems along with Synthetic Division help factor higher order polynomials quickly. The process will allow us to find roots of polynomials to help sketch their graphs. First : Test factors of 20 using the Remainder theorem to find a root

10. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

11. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

12. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

13. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

14. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

15. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

16. COMBINED PROBLEMS First : Test factors of 20 using the Remainder theorem to find a root

17. COMBINED PROBLEMS

18. First : Test factors of 18 using the Remainder theorem to find a root

19. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

20. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

21. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

22. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

23. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

24. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

25. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

26. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

27. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root

28. COMBINED PROBLEMS First : Test factors of 18 using the Remainder theorem to find a root