Function Vocab
Intervals
Sketches of Functions
Is it a Function? 1 (Graphs)
Is it a Function? 2
100

True or False-A relation is a set of ordered pairs

What is TRUE?

100
Evaluate f(x)=-3x if x=2
What is -6?
100
Given the points write a function rule (0,-2);(1,-1); (2,0)
What is y=x-2?
100

Is it a Function?<img data-fr-image-pasted="true" 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

What is NO, x value (input) 0 has two y-values (outputs)?

100

Is it a function? {(2, 3), (4, 5), ( -2, 6)}

What is YES because each x value (input) has exactly one y value (output)?

200

The set of first coordinates of a relation or a function

What is Domain?

200
Evaluate f(x)=2x+1 if x=-2
What is -3?
200
Given the points write a function rule (0,0); (1,3); (2,6)
What is y=3x?
200

Is Age (y) a Function of Height (x)?


<img data-fr-image-pasted="true" 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

What is NO, Input 54 (x-value) has two outputs (y-values)?

200

Using the vertical line test does the graph of the points (1,3) and (1,5) represent a function?

What is False, the points fail the vertical line test

300
The set of second coordinates in a relation or a function
What is the range?
300
Evaluate f(x)=-3 - x if x=6
What is -9?
300

Given the points write a function rule (0,0); (2,1); (4,2)

What is y=x/2?

300

Is it a function? 


What is YES, it passes the vertical line test/ or every Input has exactly one Output?

300

Is it a function?





What is NO because x repeats?

400
A relation that assigns exactly one value in the range to each value in the domain?
What is a function?
400
Evaluate f(x)=25 + 4x if x=5
What is 45?
400

Given the points write a function rule (-1,-1); (0,1); (1,3);(2,5)

What is f(x)=2x+1?

400

Is the BLUE LINE a Function? 


What is YES, every input has exactly one output? (passes the vertical line test)

400

Is it a function?

What is YES because it passes the Vertical Line Test?

500
The test to tell if a graph is a function
What is the Vertical Line Test?
500
Evaluate f(x)=-(4x+2) if x=7
What is -30
500
Given the points write a function rule (0,5); (1,6); (2,7);(-1,4)
What is f(x)=x+5
500

Is it a Function? 


What is YES, passes the vertical line test. (None of the lines actually end vertical). Every input has exactly one output. 

500

Is it a function?

What is NO because it does not pass the Vertical Line Test?