Give the degree and leading coefficient of the following polynomial function. f (2) = 24 (4 – 4a3 – 2) Degree: Number Leading Coefficient: Number

Factor and find the zeros of the following polynomial and write its behavior.

Subtract the given polynomial functions: x + 6 x - 36 x+6 + X - 6 Step 1: Factor X + 6 X+6 out x2 - 36. (a – b) (a + b) X 6 a = answers: b =| Step 2: In subtracting a dissimilar X + 6 X+6 ? denominator, you (a – b) (a+ b) need to get the LCD. (c - d) (e+f) (g-h) X - 6 C = d = e = answers: LCD f = h =

2) State the degree and identify the leading term and constant term of the following polynomial function. g(x) = 7x³ – 4x² – 3x – 8 %3D