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9-12 Algebra 2 Unit 6 Lesson 12

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Lesson 1 Lesson 2 Lesson 3 Lesson 4 Lesson 5 Lesson 6 Lesson 7 Lesson 8 Lesson 9 Lesson 10 Lesson 11 •Lesson 12 Lesson 13 Lesson 14 Lesson 15

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Unit 6, Lesson 12

Transformation Effects

Algebra 2

Practice

Problem 1

Student Task Statement

An original function is called . The function is transformed from using the following transformations, in this order:

Translate right 3
Stretch vertically by a factor of 4
Reflect over the -axis

Write an equation for if is:

to access Practice Problem Solutions.

Problem 2

Student Task Statement

Describe the transformation from to if and is equal to:

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Problem 3

Student Task Statement

Describe the transformation from to if is equal to:

to access Practice Problem Solutions.

Problem 4

Student Task Statement

Match each function with the transformation that describes it.

The original function is . The transformed function is .
The original function is . The transformed function is .
The original function is . The transformed function is .
The original function is . The transformed function is .

- Reflect over -axis
- Shift left 6
- Vertical stretch by a factor of

to access Practice Problem Solutions.

Problem 5

ForLesson 11: Transforming from an Original Function

Student Task Statement

For each graph, an original function has undergone a transformation. Draw the graph of the transformed function if it has been reflected over the -axis, stretched vertically by a factor of , and shifted right 3.

to access Practice Problem Solutions.

Problem 6

ForLesson 11: Transforming from an Original Function

Student Task Statement

A graph has been transformed from an original function according to the following transformations. Select all of the transformations that affect the output of the function:

Vertical stretch by a factor of 2
Horizontal stretch by a factor of
Shift left 5
Shift down 5
Reflect over the -axis
Reflect over the -axis

to access Practice Problem Solutions.

Lesson 12 Resources

Student Materials

Reflect over -axis
Shift up 6
Horizontal stretch by a factor of 2