Factoring Polynomials
Standard Form/Classifying Polynomials
Adding/Subtracting Polynomials
Multiplying Polynomials
Dividing Polynomials
100

Factor the following polynomial

(12x-4)

4(3x-1)

100

What two things must be true when writing a polynomial in standard form?

Alphabetical order and highest exponent first

100

(3x2-10) - (x2+3)

2x2-13

100

x* xb

xa+b

100

x/ xb

xa-b

200

Factor the following polynomial

11x+13y

Prime

200

Classify the following polynomial

3x3+1

Cubic Binomial

200

(x3+1) + (x3-1)

2x3

200

(3x-2)(2x+5)

6x2+11x-10

200

42x10 / 3x

14x9

300

Factor the following polynomial

20bc2+28bc

4bc(5c+7)

300

Write the following polynomial in standard form.

2 - 3x+ x2 + 10x3

- 3x+ 10x+ x2 + 2

300

(9x2-4x+99) - (-3x2+8x+87)

12x2-12x+12

300

(12x-1)2

144x2-24x+1

300

(40x2-8x) / 8

5x2-x

400

Factor the following polynomial

35a2-20ab2+15a

5a(7a-4b2+3)

400

Classify the following polynomial

x4-2x3-600

Quartic Trinomial

400

(10x5-9x) - (5x4+x+1)

10x5-5x4-10x-1

400

(2x-5)(4x2+x+3)

8x3-18x2+x-15

400

(6a2b-12ab2) / -2ab

-3a+6b

500

Factor the following polynomial

3a3b2c-9a2b3c2+15ab4c3

3ab2c(a2-3abc+5b2c2)

500

Write the following polynomial in standard form.

2a2b3 - 3a+ b2 + 10ab3

- 3a+ 2a2b+ 10ab4 + b2

500

(3x4-2x3+x2-10x+13) + (-x4+x3+4x2+10x-13)

2x4-x3+5x2

500

(6x3+9)(2x2-5x+11)

12x5-30x4+66x3+18x2-45x+99

500

(40c5d9-12c4d8+4c3d7) / 4c2d2

10c3d7-3c2d6+cd5

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