Even/Odd/Neither
End Behavior
Identifying Zeros and Multiplicities
Analyzing Graphs
Determining a Function Type
100
Does the graph represent an even, odd, or neither function?
Even
100
Determine the end behavior of the graph (MUST WRITE IN CORRECT NOTATION)
Down/up
100
What are the zeros and their multiplicities of the graph?
0 multi 1
-6 multi 1
100
How many relative extremas does the graph have? 
4
100
What is the smallest possible degree of the function this graph represents? 
5th
200
Does the graph represent an even, odd, or neither function? 
Neither
200
Determine the end behavior of the function (Use correct notation)
g(x)=2x^4+7
up/up
200
Identify the zeros and their multiplicities of the graph
-3 multi 1
-0.5 multi 1
-4 multi 1
200
How long did it take Karen to run a marathon?
6 hours
200
What is the smallest possible degree of the function this graph represents?
6th degree
300
algebraically determine if the function is even, odd, or neither (MUST SHOW WORK)
f(x)=4x^6+7x^2+9
even
300
Determine the end behavior of the function (Use correct notation)
f(x)=x^5+5
Down/Up
300
Identify the zeros and their multiplicities of the function
f(x)=x^2(x-1)^2(x+3)
0 multi of 2
1 multi 2
-3 multi 1
300
What was the highest point the diver made it?
30 meters
300
What are the zeros and the multiplies of the function on the graph?
0 multi of 2
1 multi of 1
400
algebraically determine if the function is even, odd, or neither (MUST SHOW WORK)
g(x)=9x^5+2x^3-10
Neither
400
Determine the end behavior of the function (Use correct notation)
g(x)=-9x^4+2x^2-x
down/down
400
Identify the zeros and their multiplicities. Then determine the degree of the function.
f(x)=-x(x+7)^3(x+2)^2
o multi 1
-7 multi 3
-2 multi 2
6th degree
400
How long did it take the diver to hit the water?
3.5 seconds
400
If a function has the following characteristics
-3 real zeros each with a multiplicity of 2
-a negative leading coefficient
What is the end behavior?
down/down
500
algebraically determine if the function is even, odd, or neither (MUST SHOW WORK)
f(x)=3x^7-3x^3-x
odd
500
Determine the end behavior of the function (Use correct notation)
f(x)=-x^7+x^4+3
up/down
500
Identify the zeros and their multiplicities. Then determine the degree of the function.
f(x)=x^2(x-5)^5(x+1)^2(x+4)
0 multi 2
5 multi 5
-1 multi 2
-4 multi 1
10th degree
500
Which thrower threw the furthest? 
#1
500
If a function has the following characteristics
-3 real zeros each with a multiplicity of 1
-a real zero with a multiplicity of 3
What is the degree of the function?
6th