Function Transformations (Guided Notes & Assessments)

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This 2-day lesson includes 6 pages of guided notes, a 2-page assignment, a 3-page assignment, and a Function Transformations Graphic Organizer

* The main goal for this lesson is to get students to understand that something such as “f(x+3)” is not just some notation we came up with, but that it actually creates a graph that "shifts f(x) left 3 units" and so on. They do not need to have any prior knowledge of polynomial, cubic, or radical functions.


Students learn about function transformations in the order below. They will:

- Discover the transformations f(x) + 2, f(x + 3), -f(x), and f(-x) by making tables

- Translate verbal transformations into f(x) notation

- Learn the difference between vertical and horizontal stretching and compressing

- On day two, describe transformations verbally based off of absolute value functions, and write the actual function and the function in terms of f(x)

- Given a piecewise shape (no piecewise experience required), graph intuitively f(x – 2) – 5, 2f(x), 1/2f(x), -f(x), and f(-x)


* Graphing Absolute Value Functions helps lead into this lesson.

Answer key is included!
Total Pages
12
Answer Key
Included
Teaching Duration
2 Days

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Function Transformations (Guided Notes & Assessments)
Function Transformations (Guided Notes & Assessments)
Function Transformations (Guided Notes & Assessments)
Function Transformations (Guided Notes & Assessments)
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