Adding/Subtracting Polynomials
Multiplying Polynomials
Polynomial Division
Laws of Exponents
100

Add the following polynomials:

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

x2-x-2

100

Multiply the following polynomials: 

(2x+2)(x+3)

2x2 +8x +6

100

Dividing the polynomials. 

(-12x^4y+4x^3-8x^2y^2):(-4x^2)

3x^2y-x+2y^2

100

Simplify the following and write your answer using only positive exponents

(12x^4* x^(-7))/2

6/x^3

200

Add the following polynomials:

(x2+2x) + (2x2+3x +3)

3x+5x +3

200

Multiply the following polynomials: 

(2x+3y)2

4x2+12xy+9y2

200

Divide the polynomial:

(34m3n2 – 51m2n3) ÷ 17mn

2m2n – 3mn2

200

Simplify the following. Write your answer using only positive exponents.

(x^2y^-5)/(xy^3)

x/y^8

300

Add the following polynomials:

(2x3+4x+5) + (x2+2x-4)

2x3+x2+6x+1

300

Multiply the following polynomials: 

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

-x3 -4x2 -3x +2

300

Divide. Write your answer in the form Q+ R/D

(12x3 + 15x2 + 11x + 17) / (x + 1)

12x2 + 3x + 8 + 9/(x + 1)

300

Simplify the following. Write your answer using only positive exponents. 

(4x^-2yz^3)^2

(16y^2z^6)/x^4

400

Subtract the following polynomials:

(2x3+4x+5) - (x2+2x-4)

2x3 -x2 +2x +9

400

Multiply and write in standard form.

(3x+y)(x-2)2

3x3-12x2+x2y+12x-4xy+4y

400

Divide. Write your answer in the form Q+ R/D

(2x^3 - 9x + 5) / (x - 2)

2x^2 + 4x - 1 + 3/(x - 2)

400

Simplify the following. Write your answer using only positive exponents. 

((-6^2 a^3 b)/(b^2))^-1

- b/(36 a^3 

500

Subtract the following polynomials:

(x2-3x+4) - (-3x2-2x-4) - (x3+ 2x- x) 

-x3+2x2+8

500

Multiply the following polynomials: 

(-x2+4x+8)(x2 +x +1)

-x4+3x3+11x2+12x+8

500

Divide using long division. Write your answer in the form Q+ R/D

(2x^4-3x^2-6x+3)/(x^2-3x+3)

2x^2+3x+3+(-6x-6)/(x^2-3x+3)

500

Simplify the following. Write your answer using only positive exponents. 

((5x^2y^-2z^0)^-2)/(xy^2(2x^-3yz)

y^4/(200xz^3)

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