Functions (General)
Function Notation
Linearity and Continuity
Function Characteristics (Positive vs. Negative, Increasing vs. Decreasing)
Random
100

The domain represents the __ values of a function. 

What are the x values? 

100

For f(x) = -2x + 6, find f(4). 

What is -2? 

100

Is the graph discrete, continuous, or neither? 

What is discrete? 

100

Where is the graph positive? 


What is 

x>-2

100

y=mx+b is the equation of a ________. 

What is line? 

200

Function or not a function? 


What is "a function?"

200

Mason goes grocery shopping weekly. He spends $200 on groceries each week. The function f(x) = 200x represents his total spending. 

Find f(3). Then state what this amount represents. 

What is 

f(x) = 600. He spends $600 on groceries over 3 weeks. 

200

Is the graph linear or non-linear? 

What is linear? 

200

Where is the graph decreasing? 

What is x>-1? 

200

Find the related function: 

x2+2x=6x-8

What is 

f(x) = x2-4x+8

300

Function or not a function? 

What is "not a function?" 

300
For f(x) = -2x2+6x-2, find f(-1) 

What is -10? 

300

Is the equation 

y = 4x + 8

linear or nonlinear? 

What is linear? 

300

Where is the graph negative?


What is "between 0 and 2?" 

300

What is the equation of the axis of symmetry of this graph? 

What is x=1? 

400

Function or not a function?

 

What is "not a function?" 

400
For f(x) = 3x+5 and g(x) = 4x2-5x+1


Find f(1) - g(2) 

What is 1? 

400

Is the graph 

y2=14x-2

linear or non-linear? 

What is non-linear? 

400

Where is the graph increasing? 

What is "never?" 

400

How many relative minimums does the graph contain? 


What is 2? 

500

Function or not a function?

 

What is "function?" 

500

If f(x) = -4x + 12, find x when f(x) = 

What is x=-2? 

500

Is the table below linear or non-linear? If linear, what is the rate of change?

 

What is 

Linear 

Rate of change = 2 


500

Two parts: 

1) Where is the graph increasing? 

2) Where is the graph decreasing? 


What is 

Increasing: between -1 and 1 

Decreasing: When x<-1 and when x>1


500

Describe the end behavior: 


What is 

As x increases, y decreases

As x decreases, y increases

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