ns; (fog)(x) = F(x) or (go f)(x) = F(x) Refer to the graphs of the functions f, g, and h to compute the required quantities. Assume that all the axes are marked off in one-unit intervals y = f(x) 2) (a) 11 x. ins of X y = g(x) y = h(x) (b) (a) f[g(3)] (c) (d) (hog)(2) (e) h{f[g(3)]} 0] (b) g[f(3)] (2) (c) f[h(3)] (f) (go fo hof)(2) X

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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ns;
(fog)(x) = F(x)
or
(go f)(x) = F(x)
Refer to the graphs of the functions f, g, and h to compute
the required quantities. Assume that all the axes are marked
off in one-unit intervals
y = f(x)
2)
(a)
11 x.
ins of
X
y = g(x)
y = h(x)
(b)
(a) f[g(3)]
(c)
(d) (hog)(2)
(e) h{f[g(3)]}
0]
(b) g[f(3)]
(2)
(c) f[h(3)]
(f) (go fo hof)(2)
X
Transcribed Image Text:ns; (fog)(x) = F(x) or (go f)(x) = F(x) Refer to the graphs of the functions f, g, and h to compute the required quantities. Assume that all the axes are marked off in one-unit intervals y = f(x) 2) (a) 11 x. ins of X y = g(x) y = h(x) (b) (a) f[g(3)] (c) (d) (hog)(2) (e) h{f[g(3)]} 0] (b) g[f(3)] (2) (c) f[h(3)] (f) (go fo hof)(2) X
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