
Transformations of Functions Flashcard
Flashcard
•
Mathematics
•
11th Grade
•
Practice Problem
•
Hard
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20 questions
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1.
FLASHCARD QUESTION
Front
What transformation is applied? Options: Expand horizontally by a factor of 2, translate up 3 units; Compress vertically by a factor of 3, translate up 3 units; Reflect across the x-axis, translate down 3 units; Compress horizontally by a factor of 2, translate up 3 units
Back
Expand horizontally by a factor of 2, translate up 3 units
2.
FLASHCARD QUESTION
Front
What transformation is applied?
Options: Expand horizontally by a factor of 2, translate up 3 units, Compress vertically by a factor of 3, translate up 3 units, Reflect across the x-axis, translate down 3 units, Compress horizontally by a factor of 2, translate up 3 units
Back
Compress vertically by a factor of 3, translate up 3 units
3.
FLASHCARD QUESTION
Front
What transformation is applied? Options: Reflect across the y-axis, reflect across the x-axis, translate left 1 unit; Compress vertically by a factor of 3, translate up 3 units; Reflect across the x-axis, translate down 3 units; Compress horizontally by a factor of 2, translate up 3 units
Back
Reflect across the x-axis, translate down 3 units
4.
FLASHCARD QUESTION
Front
Transformations to change f(x) to g(x):
Back
expand horizontally by a factor of 2, reflect across the x-axis, translate right 3 units, translate down 3 units
5.
FLASHCARD QUESTION
Front
Effect of compressing a function vertically by a factor of 2?
Back
The graph becomes wider
6.
FLASHCARD QUESTION
Front
If the x intercepts of a y=f(x) are -8 and 1/2, what are the intercepts if y=-5f(x)?
Back
-8 and 1/2
7.
FLASHCARD QUESTION
Front
What is the transformation applied to f(x)? Options: Reflect across the x-axis, expand vertically by a factor of 2, translate left 3 units, translate up 2 units; Reflect across the y-axis, expand vertically by a factor of 2, translate left 3 units, translate up 2 units; Reflect across the y-axis, compress vertically by a factor of 2, translate right 3 units, translate down 2 units; Reflect across the x-axis, compress vertically by a factor of 2, translate right 3 units, translate down 2 units
Back
Reflect across the y-axis, expand vertically by a factor of 2, translate left 3 units, translate up 2 units
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