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Name the polynomial Number of terms

100

Polynomial with 1 term

monomial

200

polynomial with 2 terms

Binomial

300

polynomial with 3 terms

trinomial

400

polynomial with 4 terms

4 term polynomial 

500

polynomial with 18 terms

18 term polynomial

Name the polynomial Degree

100

3rd degree polynomial

cubic polynomial

200

6th degree polynomial

Sextic polynomial

300

2nd degree polynomial

Quadratic Polynomial

400

9th degree polynomial

Nonic Polynomial

500

0 degree polynomial

Constant Polynomial

Polynomial operations

100

(x³-4x+1)+(x²-3x-5)

(x³+x²-7x-4)

200

(x³+7x²-12x+10)-(2x³-5x²+10x-22)

-x³+12x²-22x+32

300

(x+3)(x-2)

x²+x-6

400

(x-1)(x²+3x+7)

x³+2x²+4x-7

500

(x²+4x-1)(2x²+x-5)

2x⁴+9x³-3x²-21x+5

Factor AC Method

100

6a³-24a²

6a²(a-4)

200

9x⁵-15x³+21x⁴

3x³(3x²-5+7x)

300

x²+5x-6

(x+6)(x-1)

400

x²+24x+140

(x+10)(x+14)

500

4x³-8x²+4x

4(x-1)(x-1)

Factor by grouping

100

3x²+5x+2

(3x+2)(x+1)

200

5x²+13x-6

(5x-2)(x+3)

300

6x²+44x+70

2(x+5)(3x+7)

400

x³-3x²+x-3

(x²+1)(x-3)

500

5x³-35x²+30x-210

5(x²+6)(x-7)