Classifying
Adding/Subtracting
Multiplying Monomials
Multiplying Binomials
Multi-Step
100

How many terms does a binomial have?

2

100

(x2+2x-1)+(3x+4)

x2+5x+3

100

3(x+2)

3x+6

100

(x+2)(x-3)

x2-x-6

100

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

x2+x-1

200

How many terms does a monomial have?

1

200

Find the sum of 2x2-4x+3 and -x2+2x+5

x2-2x+8

200

(4x)(-2x3)

-8x4

200

(2x+1)(3x-2)

6x2-x-2

200

(x-4)(x+1)(2x+1)

2x3-5x2-11x-4

300

Classify the following polynomial by degree and number of terms: x2+2x-1

2nd degree (quadratic) trinomial 

300

(4x2-3x+5)-(2x2+4x-6)

2x2-7x+11

300

(x2y2)(4xy2)

4x3y4

300

(4x+5)2

16x2+40x+25

300

(2x-3)2+(x2+4x-6)

5x2-8x+3

400

What does it mean to be written in standard form?

Alphabetical order with largest exponent first

400

Subtract x2+2x-3 from 3x2-x+4

2x2-3x+7

400

6x(2x-7)

12x2-42x

400

(x+2)(x2-4x+7)

x3-2x2-x+14

400

(x-2)(2x+1)-(x2+5x-6)

x2-8x+4

500

Write the following polynomial in standard form and then classify by degree and number of terms: 

3x2-x+2-4x3

-4x3+3x2-x+2

3rd degree (cubic) polynomial 

500

(x2+3x-5)+(2x2-4x+6)-(x2-2x+7)

2x2+x-6

500

3x2y3(x2+2xy-4y2)

3x4y3+6x3y4-12x2y5

500

(2x+3)(4x2+x+7)

8x3+14x2+17x+21

500

(3x+2)(x2+5x-4)-(4x2-2x+7)

3x3+13x2-15