Relations and Functions
Function Rules, Tabes, and Graphs
Direct and indirect Variation and Writing Function Rules
Describing Number Patterns
100

What is a relation? 

A set of ordered pairs. 

100

Function Rules, tables, and graphs are ways to_____?

Model functions. 

100

Write a function rule for the table: 

X     F(X)

1     5  

2     6

3     7

4     8

F(X) = X+4.

100

What do you call each number in a sequence? 

A term.

200

How do you read F(X)?

F of X.

200

Which way of modeling a function gives you a visual picture of the function? 

A graph.

200

what is the constant of variation for inverse variation? 

K, the product of X and Y. 

200

What is another name for a number pattern? 

A sequence. 

300
What do you use to tell if a relation is a function (name one)?
The vertical line test or a mapping diagram.
300

Which way of modeling a function identifies specific input and output values of the function? 

A table. 
300

What is the constant of variation for direct variation? 

K, the coefficient of X.

300

What do you call a conclusion you make by inductive reasoning? 

A conjecure. 

400

Is (3,0), (-2,1), (0,-1), (-3,2), (3,2) a function?

Nope.

400

What is discrete data? 

Data that involve a count of items. 

400

What is an inverse variation? 

A function int the form XY=K or Y=K/X, where K isn't 0. Y varies inversely with X.

400

What is inductive reasoning? 

Making conclusions based on patterns you observe. 

500

What is it called when you use F(X) to indicate outputs?

Function notation.

500

What is continuous data? 

Data where numbers between any 2 data values have maning.

500

What is a direct Variation?

A function in the for Y=KX, where K isn't 0. Y varies directly with X.

500

How do you form an arithmetic sequence? 

You add a fixed number (the common difference) to each previous term.