Domain and Range
End Behavior
Maximums and Minimums
Intervals of Increase and Decrease
Transformations
100
What variable (x,y) represents domain and which one represents range?
x is domain and y in range
100
f(x) is another way to write what?
y
100
True or false, maximums and minimums are also called extremas
True
100
Is the graph increasing or decreasing? 
increasing
100
What is the parent function of the graph?
f(x)=x2
Quadratic
200
When writing the domain and range and using an infinity sign, what type of grouping symbol is used?
( )
200
"As x approaches infinity" means which way is the function moving on the graph?
right
200
Does this graph have one maximum, one minimum, or both?
both
200
Is the function positive or negative?
Positive
200
f(x)=-2(x)2
Describe the sequence of transformations
Reflection across the x-axis
Vertically stretch by a factor of 2
300
What is the domain? 
(-inf, +inf)
300
What is the end behavior? (both sides)
As x approaches infinity, y is approaching infinity
As x approaches negative infinity, y is approaching infinity
300
What is the minimum? 
(0, -4)
300
Is the function increasing or decreasing in the interval 1<x<5
decreasing
300
f(x)=(x+2)2
Describe the transformation
left two units
400
What is the range?
[0, +inf)
400
What is the end behavior (both sides)?
As x approaches +inf, y approaches, -inf
as x approaches + inf, y approaches - inf
400
What is the maximum?
(-2, 2)
400
At the interval 0<x<1, is the function increasing or decreasing and is it negative or positive? 
increasing and positive
400
f(x)=4(x-2)2-1
describe the sequence of transformations
a vertical stretch by a factor of 4
right two units
down 1 units
500
[-8, 7]
500
What is the end behavior? 
As x approaches +inf, y approaches -inf
As x approaches -inf, y approaches +inf
500
Identify all of the extrema by their ordered pairs
{(-1,6), (0,5), (1,6)}
500
Write the interval where the function is increasing and positve
-2<x<+inf
500
What is the equation of the dotted function? 
y=-lx-3l