2. Reviewing the functions f(x) = e and g(x) = ln x. = x on the same set of axes. Make sure (a) Neatly graph f(x) = e, g(x) = ln x and h(x) to label their x- and y-intercepts and the asymptotes too (if they exist). What is the domain of f? What is the range of f? What is the domain of g? What is the range of g? What is the domain of h? What is the range of h? Find f(g(x)) and aff(x)). Simplify. Are f and g inverse functions? How can you tell? (2)
2. Reviewing the functions f(x) = e and g(x) = ln x. = x on the same set of axes. Make sure (a) Neatly graph f(x) = e, g(x) = ln x and h(x) to label their x- and y-intercepts and the asymptotes too (if they exist). What is the domain of f? What is the range of f? What is the domain of g? What is the range of g? What is the domain of h? What is the range of h? Find f(g(x)) and aff(x)). Simplify. Are f and g inverse functions? How can you tell? (2)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 15T
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