Classifying Polynomials
Adding & Subtracting Polynomials
Multiplying Polynomials
Dividing Polynomials
Simplify the Radical Expressions
100

Determine the degree of the following polynomial:

5x - 1

Linear Binomial

100

Add the following polynomials. Write your final answer in standard form.

(3a2 - a + 3) + (4a2 - 5)

7a2 - a - 2

100

Multiply the polynomials. Write your final answer in standard form.

-3x(2x^2+4)

-6x^3-12x

100

Divide the following polynomials:

12c5d4 + 18c4d3 

    3c2d3

4c3d + 6c2

100

sqrt 144x8y3

12x4y sqrt y

200

Classify with Degree & Number of Terms?

7

Constant Monomial

200

3Add the following polynomials. Write your final answer in standard form.

(5w3 - w + 2w2 + 4) + (3w2 + 1 - 4w)

5w3 + 5w- 5w + 5

200

Multiply the polynomials. Write your final answer in standard form.

(9x+1)(6x+2)

54x2+24x+2

200

Use the quotient rule for exponents to divide:

x2y5

xy3

xy2

200

DAILY DOUBLE 

sqrt 180x3y8

sqrt 9 x sqrt 20                                                 sqrt 9      x       sqrt 4     x     sqrt 5

3             x              2     x   sqrt 5

6 sqrt 5

300

Classify the polynomial by its degree and the number of terms:

-4x+ 3x2- x 

Quartic Trinomial

300

DAILY DOUBLE!!!!

Subtract the following polynomials. CLASSIFY by DEGREE & # of TERMS

(2m -3 + 7m2) - (3 - 9m2 - 2m)

(2m -3 + 7m2) + (-3 + 9m2 + 2m)

16m2 + 4m - 6

300

Multiply the polynomials. Write your final answer in standard form.

(4x-1)^2

16x^- 8x + 1

300

Divide the following polynomials:

30r5s- 12r4s8 + 3r3s7

            3r2s2



10r3s7 - 4r2s6- + rs5

300

Simplify the Radical Expression

sqrt(63x5y25z14)

sqrt(9x4y24z14)sqrt(7xy)

3x2y12z7sqrt(7xy)

400

Classify the polynomial by its degree and the number of terms:

3x- x

Quadratic binomial

400

Subtract the following polynomials. Write your final answer in standard form.

(3x+2)-(11x-6)

-8x+8

400

Multiply the polynomials. Write your final answer in standard form.

(7x+4)(7x-4)

49x2 - 16

400

Divide the following polynomials using long or synthetic division:

15x5 - 25x3 + 5x2

        5x4


3x  - 5/x   + 1/x2

400


sqrt(56m2n4p3)

sqrt(4m2n4p2)sqrt(14p)

2mn2p sqrt(14p)

500

Classify the polynomial by its degree and the number of terms:

-2x3 + 4x2 - 3x + 1

Cubic Polynomial 

500

Subtract (2w2 - 5w + 10) from  (w3 + 6w2 - 2)  Write your final answer in standard form.

(w3 + 6w2 - 2) - (2w2 - 5w + 10)

(w3 + 6w2 - 2) + (-2w2 + 5w - 10)

w3 + 4w2 + 5w - 12)  

500

Multiply the polynomials. Write your final answer in standard form.

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

  

6x3 - 17x2 + 17x - 30

500

Divide the Polynomial by Binomial:

(15x2 + 6x)(2x  - 1)

            3x


3x2 - x - 2

500

Simplify the radical Expression?

sqrt(45x2y5z8)

sqrt(9x2y4z8)sqrt(5y)

3xy2z4sqrt(5y)