1. Determine the roots and factors for the polynomial representation. 10 8 4 2 -5-43 -2–1 1 23 4 -4 -6 -10

1. For each example, determine if it is a polynomial or not. If it is, how many terms does it have? If it is not a polynomial, state the reason why. a) -12b + 6b – 4b b) 3x² – 2x? с) 3x - бх + 10 |d) -12b²3 = 6B + 4 Polynomial Practice: Complete the table based on your knowledge of polynomials. Example Polynomial Standard Form Name based on degree Degree Name based on # of terms 2. 4 - 7x - 9x 3. 6 – 2x 4. 5x Find the sum or difference of the polynomials below. Your final answer should be in standard form. | 6. If C = G - 3F, find the trinomial that represents C when F = 2x? + 6x - 5 and G = 3x² + 4. 5. (5 - 2x° - 5x²) + (-x° -3 - 8x*)

Divide the polynomials using long divisions.

9. Factor the polynomial expression completely, if possible. * 4x + 4x + 1 (2x – 1)? (2x+ 1)² A (2x + 1) (2x – 1) Prime (not factorable) D

4. The polynomial expression is given as shown below.2x2 ‒ 4x + 6 - Evaluate the expression when: (Refer to the attached image titled "showimage4.png") - Write your answer in simplest radical form.

9. State the leading coefficient of the polynomial. (Hint: Be sure it's in standard form first.) * 36x - 8x - 32x + 9x² Your answer

Which polynomial can be simplified to a difference of squares? 10a + 3a - 3a - 16 O 16a-4a + 4a 1 O 25a? + 6a –6a + 36 O 24a? – 9a + 9a + 4 Next Mark this and return MacBook Pro G Search or type URL * @ 23 $ & 2 3 4 5 6. 7 8. W E R T Y S D F G K この