Classify Polynomials
Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Dividing Polynomials
100

The two ways we classify polynomials is by the number of terms and by degrees which is determined by ...

What is the highest exponent?

100

(6x + 1) + (-5x - 8)

What is x - 7?

100

(5b4 + 4b2) - (4b4 + 7b2)

What is b4 - 3b2

100

4x(4x - 5)

What is 16x2 - 20x

100

The two methods for polynomial division

What is synthetic division and long division?

200

Type of polynomial with two algebraic terms

What is a binomial?

200

(-2v + 5) + (-4v2 - 6v + 7)   

What is -4v2 - 8v + 12

200

(-8k5 - 5) - (-6k5 + k3 - 5)

What is -2k5 - k3

200

(4m + 1)(-8m - 8)

What is -32m2 - 40m - 8

200

In order to use synthetic division the binomial has to be this type of polynomial.

What is a first degree binomial?

300

Alternate term for a first degree polynomial

What is a linear polynomial

300

(4x4 + 1) + (-x4 + 4x3 - 5x - 4)

What is 3x4 + 4x3 - 5x - 3

300

(7w4 + 7w3 + 4) - (4w4 + 3w3 - 4)

What is 3w4 + 4w3 + 8

300

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

What is 3k3 - 16k2 - 37k + 14

300

This type of division works no matter how many terms the polynomial has and no matter what degree the polynomial is.

What is long division?

400

Trinomials have this many terms

What is three terms?
400

(r3 - 3r2 - 2r + 4) + (-r3 + 2r - 5)

What is -3r2 - 1

400

(8x5 + 5x4 + 5x3 - 4x) - (4x5 - 3x3 - 6x)

What is -12x5 + 5x4 + 8x3 + 2x

400

(-6x2 - 3x + 4)(-2x2 - 4x - 4)

What is 12x4 + 30x3 + 28x2 - 4x - 16

400

(3b2 + 28b - 20) divided by (b + 10)

What is 3b - 2

500

A term to the power of 5, or fifth degree is also known as ...

What is a quintic polynomial?

500

(3t5 + 5t4 - 3t - 5) + (3t5 + 5t4 + t + 2)

What is 6t5 + 10t4 - 2t - 3

500

(-3v4 + 5v3 + 3v - 5) - (-7v4 + 7v3 + 3v + 6)

What is 4v4 - 2v3 - 11

500

(-3v2 + 3v + 4)(-5v2 + 3v + 7)

What is 15v4 - 24v3 - 32v2 + 33v + 28

500

What is the remainder when (2n3 - 6n2 - 26n + 70) is divided by (2n - 8)

What is -1