(a) Explain how the function f(r) = G) can be be graphed by using transformation of the graph of y = 4² (b) Explain how the function f (x) = log(r + 3) can be graphed by using transformation of the graph of y = log r %3D

(a) Explain how the function f(r) = G) can be be graphed by using transformation of the graph of y = 4² (b) Explain how the function f (x) = log(r + 3) can be graphed by using transformation of the graph of y = log r %3D

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter3: Functions

Section3.5: Transformation Of Functions

Problem 4SE: When examining the formula of a function that is the result of multiple transformations, how can you...

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Question

9. (a) Explain how the function f() = G)
can be be graphed by using transformation of the
graph of y = 4"
(b) Explain how the function f(r) = log(r + 3) can be graphed by using transformation of
the graph of y = log r
(c) Explain how the function f(r) = log,(r + 3) can be graphed by using transformations of
the graph y = log r
hint: use the change of base formula

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Follow-up Question

(b) Explain how the function f(x) = log(x + 3) can be graphed by using transformation of
the graph of y = log x
(c) Explain how the function f(x) = log2
(x + 3) can be graphed by using transformations of
the graph y = log x

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