Add/Subtract Polynomials
Factoring Trinomials
Factored form using a GCF
Multiplying Polynomials
Mixed Review
100

(4x2 + 2x) + (x2 + 6x)

5x2 +8x

100

 x2+8x+12

(x+6)(x+2)

100

14n2+10n

2n(7n+5)

100

(x + 4)(x - 2)

x2 + 2x - 8 

100
Classify this polynomial: x3+2

Cubic Binomial 

200

(-3a2 - 2a) - (4a2 - 4)

-7a2 - 2a + 4

200

x2+5x-24

(x+8)(x-3)

200

18x3-6x

6x(3x2-1)

200

(a + 3)(a − 2)

a2 + 1a − 6

200

What type of special case is this? Factor it.

(81x2-4)

Difference of two squares

(9x-2)(9x+2)

300

(2a2 - 7a + 10) + (a2 + 4a + 7)

3a2 -3a +17

300

x2-x-56

(x-8)(x+7)

300

4x4+16x3-8x2

4x2(x2+4x-2)

300

(4m + 2)(4m + 5)

16m2 + 28m + 10

300

What type of special case is this? Solve it. 

(4x2+12x+9)

Perfect square trinomial.

(2x+3)2 

400

(2r- 5r + 7) + (3r3 - 6r)

3r3 + 2r2 -11r + 7

400

7x2-36x+5

(7x-1)(x-5)

400

8-4a2

4(2-a2) or 4(-a2+2)

400

(5b − 6)(5b^2 + 4b − 2)

25b3 − 10b2 − 34b + 12

400

How can you factor this? Solve it. 

x4+3x3+2x2+6x

By grouping.

x(x2+2) (x+3)

500

(4 - x - 2x2) - (-2 + 3x - x3)

x3 - 2x2 - 4x + 6

500

2x2-12x+10

2(x-1)(x-5)

500

10a3b4-6a2b6

2a2b4(5a3-3b2)

500

(8n^2 + n − 4)(6n^2 − 6n − 4)

48n4 − 42n3 − 62n2 + 20n + 16

500

Put the following polynomial into standard form: 

-2x2+3-5x-3+x4

x4-2x2-5x

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