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Homework 6.1
By Colin Virshup
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Last updated about 2 months ago
10 questions
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Question 1
1.
Identify the Power Function
None of the above
Linear
Cubic
Quadratic
Question 2
2.
Identify the Power Function
None of the above
Quadratic
Cubic
Linear
Question 3
3.
Identify the Power Function
Quadratic
None of the above
Linear
Cubic
Question 4
4.
Identify the Power Function
Linear
Quadratic
Cubic
None of the above
Question 5
5.
visibility
View drawing
Question 6
6.
Describe the end behavior of the following polynomial as x INCREASES and DECREASES
As x
decreases
without bound,
f(x)
eventually
increases
without bound.
visibility
View drawing
Question 7
7.
Describe the end behavior of the following polynomial for both when x increases and decreases
As x
increases
without bound,
f(x)
eventually
increases
without bound.
As x
decreases
without bound,
f(x)
eventually
decreases
without bound.
Question 8
8.
Describe the changes in the graph given with the black graph being the original and the red graph being the transformed
Question 9
9.
Find the equation of a power function in the form p(x)=ax^{2} that contains the point (5,35)
visibility
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Question 10
10.
Identify the following polynomial equation as Even, Odd, or Neither
Even
Neither
Odd
Match the corresponding y-coordinate to the given x-coordinate for the following polynomial equation
27
-7
28
-4
14
-3
62
36
6
-1
-6
-5
-2
-45
4
-15
x=-2
x=-1
x=0
x=1
x=2
As x
decreases
without bound,
f(x)
eventually
decreases
without bound.
As x
increases
without bound,
f(x)
eventually
increases
without bound.
As x
increases
without bound,
f(x)
eventually
decreases
without bound.
As x
increases
without bound,
f(x)
eventually
decreases
without bound.
As x
decreases
without bound,
f(x)
eventually
increases
without bound.
The graph was scaled with a<0 and translated down
The graph was scaled with 0<a<1 and translated down
The graph was scaled with a>1 and translated down
The graph was scaled with a>1 and translated up
The graph was scaled with 0<a<1 and translated up
The graph was scaled with a<0 and translated up