A Practice Transformations of Functions Problem - An Absolute Value Example | Functions | Lulumath
There are four different transformations of functions. We look at how these transformations will affect a parent absolute value graph.
General Equation of Transformations of Functions: y = af(k(x - d)) + c
IMPORTANT TIMESTAMPS:
0:00 Introduction and background knowledge
0:29 Reminder of all four transformations in the general equation
1:05 Super important
1:22 Our example!
1:44 Factoring out k (!!!)
3:29 Identifying the parent function and the transformations
5:23 Applying stretches, compressions, and reflections
6:16 Applying translations
7:27 General rule for coordinates
8:18 Graphing the function
8:46 Identifying the domain and the range
Download full notes from this video along with practice worksheets at https://www.lulumath.com
BACKGROUND INFO VIDEO:
Transformations of Functions Summary - Pulling It All Together: • Transformations of Functions Summary | Fun...
Transformations of Functions I - Vertical Translations: • Transformations of Functions I - Vertical ...
Transformations of Functions II - Horizontal Translations: • Transformations of Functions II - Horizont...
Transformations of Functions III - Vertical Stretches, Compressions, and Reflections: • Transformations of Functions III - Vertica...
Transformations of Functions IV - Horizontal Stretches, Compressions, and Reflections: • Transformations of Functions IV - Horizont...
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