Please answer these questions like the way you did the other questions from a couple weeks ago
Directions: Show all necessary work to complete the problems listed below.
Remember I need to see your work to give you maximum amount of credit earned.
1. Divide using polynomial long division.
4π₯ 3 + 6π₯ 2 β 10π₯ + 4 Γ· 2π₯ β 1
2. Divide using polynomial synthetic division.
3π₯ 3 + 5π₯ 2 β 11π₯ + 3 Γ· π₯ + 3
3. How many complex roots (zeros) does π(π₯) have shown below?
π(π₯ ) = β3π₯ 4 + 5π₯ β 2
4. Using the polynomial listed below find the value that is π(1).
π(π₯ ) = β2π₯ 3 + 5π₯ 2 β 4π₯ + 8
5. Factor completely over the complex numbers for the polynomial listed
below. (Remember Iβm not saying you need this much room, but Iβm giving you this much
room just in case β I want you to show your work)
π(π₯ ) = π₯ 3 β 2π₯ 2 + 9π₯ β 18
6. Factor the polynomial function listed below over the complex numbers.
π(π₯ ) = π₯ 4 + 3π₯ 2 β 4
7. Graph the polynomial function below. Make sure you identify your xintercepts, y-intercept, and 2 additional points as well as graph it.
π(π₯ ) = (π₯ + 3)(π₯ β 1)(π₯ + 5)