Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Definitions
General Polynomials
100

Add the following polynomials

x4+4x4

5x4

100

Subtract the following polynomials

7x4-2x4

5x4

100

Multiply the following polynomials

w2(w2+3)

w4+3w2

100

A number or variable in a polynomial that is separated  by an addition or subtraction sign is called a ______

Term

100

The degree of this polynomial: 

x3-7x2+4x5-19x7

7th Degree

200

Add the following polynomials

(x2-3)+(3x2+7)

4x2+4

200

Subtract the following polynomials

(a3-2a2)-(4a3+3a2)

-3a3-5a2

200

Multiply the following polynomials 

r2(7r3-3r+9)

14r5-3r3+9r2

200

The number before a variable within a term is called the...

Coefficient

200

Classify by degree & number of terms:

2x3+3x-7



Cubic (or 3rd degree) trinomial

300

Add the following polynomials

(3x3+x2+9)+(x3-3x2+1)

4x3-2x2+10

300

Subtract the following polynomials

(4r3+3r4)-(-5r3+r4)

2r4+9r3

300

Multiply the following polynomials

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

18m2+21m-9

300

Terms that have the same variables and the same exponent(s) are....

Like Terms

300

Classify by degree & term:

10

Constant (or zero degree) monomial

400

Add the following polynomials

(-9k3-3k2h+h4)+(k3-7kh2+4h4)

5h4-7kh2-3k2h-8k3

400

Subtract the following polynomials

(8n-3n4+10n2)-(3n2+11n4-7)

-14n4+7n2+8n+7

400

Multiply the following polynomials

(3r2+5)2

9r4+30r2+25

400

A polynomial is written in _________when the terms are arranged in order from greatest degree to least degree

standard form

400

True or False

Polynomials can have constants, variables and exponents

True

500

Add the following polynomials

(2k3-7k)+(-5k3-k2-3k)

-3k3-k2-10k

500

Subtract the following polynomials

(3-6n5-8n4)-(-6n4-3n-8n5)

2n5-2n4+3n+3

500

Multiply the following polynomials

(t2+4)(t3+6t-3)

t5+10t3-3t2+24t-12

500

A polynomial with a degree of 4 and 2 terms is called a...

4th degree binomial

500

The degree of this monomial

x3y2z

6th degree