For the questions below, enter your answers using interval notation. You can use "U" to represent a "union", e.g. enter "(1,2) U (3,5)" for (1, 2) U (3, 5). You can enter "oo" for ∞, e.g. enter "(-oo, o0)" for (– o∞, 0). %3D a. Suppose f(x) 2 and g(x) 1— 2х i. What is the domain of (f o g)(x) Preview ii. What is the domain of (go f)(x)? Preview 1 and j(x) x + 6 b. Suppose h(x) i. What is the domain of (h o j)(x)? Preview ii. What is the domain of (j o h)(x)? Preview

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.1: Inverse Functions
Problem 17E
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For the questions below, enter your answers using interval notation. You can use
"U" to represent a "union", e.g. enter "(1,2) U (3,5)" for (1, 2) U (3, 5). You can
enter "oo" for o∞, e.g. enter "(-oo, o0)" for (– oo, 0).
%3D
a. Suppose f(x)
2
and g(x)
1 — 2х
i. What is the domain of (f o g)(x)
Preview
ii. What is the domain of (go f)(x)?
Preview
1
and j(x)
x + 6
b. Suppose h(x)
i. What is the domain of (h o j)(x)?
Preview
ii. What is the domain of (j o h)(x)?
Preview
Transcribed Image Text:For the questions below, enter your answers using interval notation. You can use "U" to represent a "union", e.g. enter "(1,2) U (3,5)" for (1, 2) U (3, 5). You can enter "oo" for o∞, e.g. enter "(-oo, o0)" for (– oo, 0). %3D a. Suppose f(x) 2 and g(x) 1 — 2х i. What is the domain of (f o g)(x) Preview ii. What is the domain of (go f)(x)? Preview 1 and j(x) x + 6 b. Suppose h(x) i. What is the domain of (h o j)(x)? Preview ii. What is the domain of (j o h)(x)? Preview
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