Polynomial long division
Key parts of graphs
Theorems
End behavior
Polynomial functions
100

This is a function with three or more terms

What is a polynomial

100

This represent all y values

what is range

100

This theorem is used to find remainders

What is the remainder theorem

100

this is plugged in to check if a function is even 

What is -x

100

An even multiplicity function will do this to the x-axis

What is touching the x-axis

200

This is used to replace terms that are missing

What is 0

200

this represents all x values 

what is domain

200

This is what it means when the remainder theorem equals 0

what is a factor

200

To find an odd function you replace F(x) with this term

what is -f(x)

200

An odd multiplicity will do this to the x-axis 

What is cross the x-axis

300

A divisor is this when the remainder is not 0

What is not a factor

300

Turning points on a graph are found here

what are relative minimums or maximums

300

the factor theorem solves for this term

what is the constant

300

If the function does not fit into either even or odd then it is consider this

What is a neither function

300

The roots can be used to make this kind of form

what is factored form

400

A divisor is this when it's remainder is 0

What is a factor

400

This is what it is called every time a function crosses the y axis

what are xeros

400

The remainder theorem can shorten these types of problems

What is polynomial long division

400

Is 4x3-5x2+2x-7 is this kind of function

What is an odd function

400

The roots of (x+5)(x-2) are these

what are -5 and 2

500

The solution to (x2-3x-10)/(x+2) is this type of term

what is a binominal

500

This is how you find zeros without a graph

what is factoring

500

The factor theorem can be used to replace what process.

What is factoring

500

F(x)=(x+6)(x+2) is this kind of function

What is an even function

500

The absolute minimum can be described as this

What is the lowest the function will go