Naming Polynomials
Adding/Subtracting Polynomials
Finding Degrees of Polynomials
Combining Like Terms
Algebra Tiles
100

How would you name 2x2+3x?

binomial

100

What is (2x+3)+(4x+5)?

6x+8

100

What is the degree of x3+2x2+x?

3

100

What is 3x+4x?

7x

100

How do you represent x+2 with tiles?

1 x tile (long skinny rod) - shaded

2 number tiles (small squares) - shaded

200

What is the name of x4−2x2+3?

trinomial

200

Calculate (3x2+2x)−(x2+x).

2x2+x

200

Find the degree of 4x5−2x3+x.

5

200

Simplify 5a+3a−4a

4a

200

What does one tile represent in x2+3x+2?

1 x2 tile (large square) - shaded

3 x tiles (long skinny rods) - shaded

2 number tiles - (small squares) - shaded

300

Name 5x3+4x2+2x+15x4+4.

polynomial

300

Add x+4x2 and 2x2+3x.

6x2+4x

300

What is the highest degree in 3x4−x2+7x−1?

4

300

Combine 7y+2y2−3y+4

2y2+4y+4

300

Use tiles to show 2x−3.

2 x tiles (long skinny rods) - shaded

3 number tiles (small squares) - not shaded

400

Classify 6x3+2x2−x+5x3+4x2+x+5.

trinomial

400

Subtract (5x2+3)−(x2+4x+2).

4x2-4x+1

400

Identify the degree of 2x6y3+3x4y7+1xy.

11
400

Simplify 10m−4m+2m2+3m2 

5m2-6m

400

How can tiles represent x2-2x+1?

1 x2 tile (large square) - shaded

2 x tiles (long skinny rods) - not shaded

1 number tile (small square) - shaded

500

What type of polynomial is x5+2x3−x+7-x5-2x3−x-7?

monomial

500

Subtract (3x2+5) from (2x2−4)

-x2-9

500

What is the degree of x4y2+x3y+x2y2+xy+1?

6

500

Combine and simplify 3x2+5x−2x2+4−3.

x2+5x+1

500

How do you use tiles to model x2+2x2-x+1+2x2-3x-6?

5 x2 tiles (large squares) - shaded

4 x tiles (long skinny rods) - not shaded

5 number tiles - not shaded

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