Vocabulary
Wild Card
Zeros and Multiplicity
Average Rate of Change and Intersections
100
What is a parent function?
The basic equation where the original comes from and is free from any transformation or change.
100
What is the parent function?
Constant
100
Zeros are the points at which the function intersects the ________________.
X-axis
100
Given the graph, find the points of intersection of two functions.
(0,-2) and (-2,-4)
200
What is a degree of a function?
The largest exponent of a term within a polynomial.
200
True or False: The function has the end behavior below?
f(x)=-3x^2+2x^2-5x
False
200
Even multiplicities make the graph ________ on the x-axis.
Odd multiplicities make the graph ________ on the x-axis.
Bounce, Cross
200
Name the point of intersection for the two functions.
(1,0)
300
What is a turning point?
A point where the graph of the function changes direction.
300
What is the degree and lead coefficient of the graph?
Even Degree, Positive Lead Coefficient
300
What will the graph do at the zero located at (1,0)?
f(x)=(x-1)(x-2)^2
Cross
300
Use the graph to find the points of intersection of the two functions.
(-5,5) , (1,-1)
400
What is an intersection of two functions?
A point at which two graphs cross, where the ordered pairs (x,y) match.
400
What is the relative minimum of the graph?
(0,0)
400
Given the equation, at what ordered pair (point) does the graph cross?
f(x)=(x+1)^2(x-3)
At
(3,0)
400
Given the table, find the average rate of change over the interval [-3,-1].
-2