Classifying Polynomials
Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Misc.
100

This type of polynomial is a number, a variable, or a product of a number and a variable.  It must have a whole number exponent.

Monomial

100

(5y+4)+(-2y+6)

3y+10

100

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

2x2+4x-10

100

Name one of the three methods for multiplying polynomials?

Distribute

Box

FOIL

100

What does each letter of FOIL stand for?

First

Outer

Inner

Last

200

This type of polynomial is made up of three monomials.

Trinomial

200

(2n2-5n-6)+(-n2-3n+11)

n2-8n+5

200

(d2-9)-(3d-1)

d2-3d-8

200

(x+1)(x+3)

x2+4x+3

200

(x+2)2

x2+4x+4

300

This form is shown when you organize the polynomial by its exponents from greatest to smallest.

Standard Form

300

(-3p2+5p-2)+(-p2-8p-15)

-4p2-3p-17

300

(x2-4x+9)-(3x2-6x-7)

-2x2+2x+16

300

(6-5s)(2-s)

5s2-16s+12

300

Find the degree of the monomial

2m6+2

6th degree

400

This type of polynomial is made up of two monomials.

Binomial

400

True or False. When you add polynomials, you must add their exponents as well?

False

400

(-r-10)-(-4r2+r+7)

4r2-2r-17

400

(g-7)(g-2)

g2-9g+14

400

You have a test on what day?

Tuesday, Tomorrow, February 9th

500

Which of the following does not belong?

-4

x2

0.5y3

6z

6z

500

(c2+6d2)+(c2-2cd+2d2)

2c2+8d2-2cd

500

(t4-t2+t)-(-9t2+7t-12)

t4+8t2-6t+12

500

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

x3-7x2+14x-8

500

Solve and write in standard form

(x5-2x3+x)(x-2)

x6-2x5-2x4+4x3+x2-2x