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Unit 1 Parent function Reassessment Test GL

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Last updated over 5 years ago
9 questions
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Question 2
2.

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Question 1
1.
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When given an equaiton of a function, describe how you know when you have a horizontal translation. And explain how you know which way it gets translated (shifted). Use an example if it hepls you explain.
Question 3
3.

Select the equaiton that represents Radical function with a vertical dialtion of 1/2, a horizontal translation left 4 and a vertical translation down 8.

Question 4
4.

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Question 5
5.

Write the equation of this transformed graph.

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Question 6
6.

Write the equation of the transformed graph.

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Question 7
7.

Write the equation of the transformed graph.

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12

vertical dilation by a factor of 3, horizontal translation right 5 and vertical translation up 9.
horizontal dilation by a factor of 3, horizontal translation right 5 vertical tanslation up 9.

Horizontal dilation by a factor of 1/3, vertical translation down 9
Vertical dilation by a factor of 1/3, horizontal translation left 5 and vertical translation up 9.
horizontal dialtion by a factor of 1/3, horizontal translation left 5 and vertical translation up 9.
Horizontal dialtion by a factor of 3, vertical translation up 9.

Horizontal dilation by a factor of 3, horizontal translation right 9.
Select all of the transformations of the parent function occuring in the given function equation.

Horizontal translation left 2
Vertical translation up 3
Verticl dilation by a factor of 1/3
Vertical translation down 3
reflection over the y axis
Horizontal translation right 2
Horizontal dilation by a factor of 2
Horizontal dilaiton by a factor 1/2
Vertical dilation by a factor of 3
Question 8
8.

Question 9
9.

Select the appropriate domain and range from this list.
C
A

B
D
Given the graph f(x) to the left, if you we to transform it to:
Name 4 of the six points needed to graph this transformation.
(7, 12)
(1, 12)
(1, 0)
(-1, 0)
(-11, -4)
(0, 1)
(5, 12)
(-7, 4)
(-1, 4)
(-7, -2)
(-8, 8)
(-2, 8)
(-8, -1)
(0, 16)
(6, 16)
(-1, 12)
(-5, -4)