1. Chapter 6 Review

2. Write the polynomial in standard form.

6. Name by degree and by number of terms.

7. By degree – Cubic By number of terms - Trinomial

8. Name by degree and by number of terms..

9. By degree – Quartic By number of terms - Binomial

10. Write the function in factored form. Determine the zeros and any multiplicity.

11. The zeros are 0 (multiplicity 2), 5 and -2.

12. Describe the end behavior of the function.

16. Use the graph to approximate all relative minimums and maximums.

17. Relative Maximum is 1. Relative Minimums are -7 and -1.5.

18. Divide using long division.

20. Divide using synthetic division.

22. Explain the error that was made in the following problem.

23. The student forgot to insert a zero in the top line for the term that is missing.

24. List the possible rational zeros. Do not find the zeros.

26. Given the roots of a polynomial to be -2 and -3i, you state the factors of the polynomial are (x+2) and (x+3i). Are you correct? Explain.

27. Given the roots of a polynomial to be -2 and -3i, you state the factors of the polynomial are (x+2)(x+3i). Are you correct? Explain. No, if -3i is a root, then 3i must also be a root therefore the factors would be: (x+2)(x+3i)(x-3i)

28. Find all solutions (real and imaginary).

32. Good Luck on the test.