Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Classify Polynomials
Random Poly Questions
100

(3p^2-3)+(2p^2-3p^3)

-3p^3+5p^2-3

100

(a^3-2a^2)-(3a^2-4a^3)

5a^3-5a^2

100

(6v-2)(2v+3)

12v^2+14v-6

100

Write the following polynomial in Standard Form.

2x2-6x+8-3x4 

-3x4+2x2-6x+8

100

Are these like terms? Yes or No.

1) 2x and x2

2) 3x2 and 2x2

3) x3 and 3x3

1) No

2) Yes

3) Yes

200

(4+2n^3)+(5n^3+2)

7n^3+6

200

(4n-3n^3)-(3n^3+4n)

-6n^3

200

(2n+2)(6n+1)

12n^2+14n+2

200

What is the degree, leading coefficient, and # of Terms?

5x2-15x+10 

Degree = 2

Leading Coefficient = 5

# of Terms = 3

200

What are the three common methods used when I multiply a binomial by a binomial?

FOIL, Box Method, and Distributive Property

300

(-4k^4+14+3k^2)+(-3k^4-14k^2-8)

-7k^4-11k^2+6

300

(3x^4-3x)-(3x-3x^4)

6x^4-6x

300

(6p+8)(5p-8)

32p^2-8p-64

300

Write the following polynomial in Standard Form

x3-30x-18-4x2

x3-4x2-30x-18

300

Find the following products:

1) x * x =

2) x2 * x = 

3) x4 * x2 = 


1) x2

2) x3

3) x6

400

(-x^4+13x^5+6x^3)+(6x^3+5x^5+7x^4)

18x^5+6x^4+12x^3

400

(3-6n^5-8n^4)-(-6n^4-3n-8n^5)

2n^5-2n^4+3n+3

400

(4p-1)(4p-1)

16p^2-8p+1

400

What is the degree, leading coefficient, and # of terms?

8v5+3x2

Degree = 5

Leading Coefficient = 8

# of Terms = 2

400

What is the address of Temescal Canyon High School?

28755 El Toro Rd, Lake Elsinore, CA 92532

500

(13n^2+11n-2n^4)+(-13n^2-3n-6n^4)

-8n^4+8n

500

(8n-3n^4+10n^2)-(3n^2+11n^4-7)

-14n^4+7n^2+8n+7

500

(7r-6)(2r-4)

14r^2-40r+24

500

What is the degree, leading coefficient, and # of Terms?

7m4-52m3-28m2+67m+42

Degree = 4

Leading Coefficient = 7

# of Terms = 5
500

TRUE or FALSE:  When I add polynomials, I add the coefficient and I add the exponent?  WHY? 

FALSE - Do not add the exponents

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