Polynomials
Long/Synthetic Division
Evaluate Functions
End Behaviors
Factoring
100

3m-4n4 x 3n

9n5/m4

100

(n3 - 6n2 - 2) / (n-6)

n2 - 2/n-6

100

k(x) = x2 - 4; find k(-5)

21

100

Graph and find end behaviors:

f(x) = -x+ 2x3 - x - 3

f(x)---> +oo as x ---> -oo

f(x) --->-oo as x--->+oo

100

48x3 - 3

3(4x + 1)(4x - 1)

200

x-2y2/xy-2

y4/x3

200

(10x3 + 41x- 52x - 29) / (x+5)

10x2 - 9x - 7 + 6/x+5

200

h(x) = x2 - 3; find h(6)

33

200

Graph and find end behaviors:

f(x) = x- 3x2 + 6

f(x)--->-oo as x--->-oo

f(x)--->+oo as x--->+oo

200

18x2 - 50

2(3n + 5)(3n - 5)

300

(2x4)0 / x4 * 2x3y-2

y2/2x7

300

(90r3 - 66r2 -60r + 21) / 9r-3

10r2 - 4r - 8 - 1/3r-1

300

p(a) = a2 - a; find p(n2)

n4 - n2

300

Graph and find end behaviors:

f(x) = x+ 8x + 15

f(x)--->+oo as x--->-oo

f(x)--->+oo as x--->+oo

300

10k3 + 16k2 + 15k + 24

(2k2 + 3)( 5k + 8)

400

2b-2 / (ba-4 * 2b-2)4

a16b2 / 8

400

(8x3 + 24x2 - 32x - 40) / 8x+8

x+ 2x - 6 + 1/x+1

400

k(x) = 2x2 - 4x; find k(-2x)

8x2 + 8x

400

Graph and find end behaviors:

f(x) = -x4 + 4x2 + 3x - 1

f(x)---> -oo as s---> -oo

f(x)---> -oo as x---> +oo

400

x3 + 125

(x + 5)(x- 5x + 25)

500

(x-2y4)-3 / (2x-4y2 * y2)

x10 / 2y16

500

(20x4 + 50x+ 8x2 + 6x - 35) / (2x+5)

10x+ 4x - 7

500

f(x) = 3x3 + 4x2 - 3x + 8; find f(-4)

-108

500

Graph and find end behaviors:

f(x) = -4x7 - 5x4 + 2x2 - 6x + 7

f(x)---> +oo as x---> -oo

f(x)---> -oo as x---> +oo

500

5x4 + 70x2 + 240 = 0

2i root 2

-2i root 2

i root 6

-i root 6