Vocabulary
Function or Relation
Domain and Range
Evaluating a Function
Discontinuity
100

This term refers to the idea that a number goes on forever...

What is infinity?

100

Function or a Relation?

What is Function

100

This term refers to any y-value on a graph or function

What is Range?

100

This is the term for the result after plugging in an input value

What is Output?

100

The total number of discontinuities a function can have (remember, I said there is one we won't visit in this course)

What is 4?

200

This term refers to all the x-values associated with a function

What is Domain?

200

What is Relation?

200
This symbol is used when referring to an open circle or an infinity.

What is Parenthesis

200

f(x)=x^2-5text { at }f(6)

What is 31?

200

The type of discontinuity that can relocate to somewhere above or below, then immediately returns back to the line it came from

What is a Hole Discontinuity?

300

This term is used to describe a set of individual points. Remember they are not a continuum.

What is Discrete?

300


What is Function?

300

The Domain for the following function:

What is All Real Numbers?

300

f(x)=-|5x-6|+12text{ for }x=3

What is 

3

300

The number of discontinuities shown below:

What is 2?

400

This is the term to describe the type of discontinuity that instantly moves to a new y-value. Almost like a hop, skip and a ____

What Jump Discontinuity?

400

What is a Function?

400

This symbol is used for discrete values. Some would say they are "one time hit" values

What is a Brace

400

The given input for 

f(x)=12 text{ and } f(x)=3x

What is 

x=4?

400

The y-value that an asymptotic discontinuity approaches.

What is 

inftytext { or }-infty? text{ or all real numbers}

500

This is the other name for an infinite discontinuity.

What is Asymptotic?

500

x=|y|

What is relation?

500

What is the domain for the following graph:

What is 

RR text{ except  -1}?

500

Evaluate the following: f(-1)


What is no solution?

500

The only type of discontinuity that is considered to be "removable"

What is a Hole Discontinuity?

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