Relations and Functions

Front

List the ordered pairs: (1,3), (2,6), (3,9), (4,12), (3,1), (6,2), (9,3), (12,4), Input and Output, Output and Input

Back

(1,3), (2,6), (3,9), (4,12)

Front

List the ordered pairs: Input and Output

Back

(0,12), (2,10), (4,8), (6,6)

Front

List the ordered pairs:

Input and Output

,

(-1, 1), (-2, 1), (-3,2), (-4,2)

,

(1,1) (2,4)

,

(1,-1), (1,-2), (2,-3), (2,-4)

Back

(1,-1), (1,-2), (2,-3), (2,-4)

Front

A relation pairs each input with exactly one output is a

Back

function

Front

Determine if the relation is a function and describe the pattern.

Back

Yes, it is a function; input goes up 1 and output goes up by 15.

Front

Determine if the relation is a function

Back

Not a function, each input has more than one output

Front

Determine if the relation is a function

Back

Yes, each input has one output

Front

Describe the pattern input and output

Back

The x goes right 2 and the y goes up 2

Front

Describe the pattern of inputs and outputs:

The x and y move by 1

,

The x moves right by 2 and the y stays the same

,

The x does not move and the y does not move

,

The x moves down by 1 and y moves up

Back

The x moves right by 2 and the y stays the same

Front

Is the relation a function?

Back

Yes, each input has one output