For the board: You will be able to graph radical functions. You will be able to transform radical functions by changing the parameters. Anticipatory Set: The ... |
Match each function with its graph. Explain your reasoning. Then describe g as a transformation of its parent function f. i. g(x) = √. |
Radical functions follow the form = ( − ℎ) + . Each value performs the following transformations on the standard graph of = √:. |
This lesson explores the transformations of radical functions, focusing on square root functions. ... eCourse Worksheets + Create Worksheet; eCourse Lessons + ... |
What is the equation of the transformed function, g(x), after the transformations are applied to the graph of the base function f(x) = √x to obtain the graph of ... |
Explain how to transform the graph of y = √ to obtain y = −-2√4(x − 3) + 1. Sketch the graph of each function. Then, identify the domain and range of each ... |
Objectives: ➢ Sketching the graph of given the graph of y = f(x). ➢ Graphing Strategies for given the graph of y = f(x). ➢ Comparing the domains & ranges of ... |
Work with a partner. Match each function with its graph. Then identify the domain and range of each function. 1. f(x) = √x. |
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