Vocabulary
Identifying Polynomials
Adding/Subtracting Polynomials
Multiplying Polynomials by Monomials
Multiplying Polynomials
100

The sum of two monomials

What is a binomial?

100

Is 5n+ nq3 a polynomial? If yes, what type?

Yes, binomial

100

(6s+5t)+(4t+8s)

14s+9t

100

(6x^2)(5x)

30x^3

100

(x+4)(x-2)

x^2+2x-8

200

The sum of three monomials

What is a trinomial?

200

Is  d+3d^c a polynomial? If yes, what type?

Not a polynomial

200

(6k^2+2k+9)+(4k^2-5k)

10k^2-3k+9

200

(x^2yz)(x^2y^4)

x^4y^5z

200

(a+3)(a-2)

a^2+a-6

300

The sum of two or more monomials

What is a polynomial?

300

Rewrite in standard form.

11t+2t^2-3+t^5

t^5+2t^2+11t-3

300

(y^2-10xy)-(2y^2+3xy)

-y^2-13xy

300

3(4x^2-3)

12x^2-9

300

(4m+2)(4m+5)

16m^2+28m+10

400

The terms are written from greatest degree to least degree

What is standard form?

400

State the degree and leading coefficient of

-9b^2+10b-b^6

Degree: 6 

Leading Coefficient: -1

400

(4x^3+5x+2)-(1+2x-3x^2)

4x^3+3x^2+3x+1

400

2x(x+6)

2x^2+12x

400

(5b-6)(5b^2+4b-2)

25b^3-10b^2-34b+12

500

The greatest degree of any term in a polynomial 

What is degree?

500

State the degree and leading coefficient of 

10x^3y+x^3-3y+2

Degree: 4

Leading Coefficient: 10

500

(m^2-3)+(2m^2+4)-(4m^2+2)

-m^2-1

500

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

12x^4-6x^3+9x^2

500

(8n^2+n-4)(6n^2-6n-4)

48n^4-42n^3-62n^2+20n+16

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