b. Recall that f(x) = 2*-1 - 1. Graph of f,(x) = f(-x) + 2, f2(x) = f(-x+ 1) +1, and fs(x) = f,(x) + f2(x) are shown below. Label graph below f, fz and f3 In the space provided simply fa, fa and f3 into the form f = A(2)-(*1) + d. Hint to help correct the exponent in f2 multiply the equation by 2/2:= (2) () = (2)(2-1) %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 41E
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pls solve this question within 15-20 minutes in clear handwriting I'll give you multiple upvotes
b. Recall that f(x) = 2*-1 - 1. Graph of f,(x) = f(-x) + 2, f2(x) = f(-x+ 1) + 1, and
fs(x) = fi(x) + f2(x) are shown below. Label graph below fi. fa and f3
In the space provided simply fa, fa and f3 into the form fi = A(2)-(*1) + d.
Hint to help correct the exponent in f2 multiply the equation by 2/2: = (2) (;) = (2)(2-1)
Transcribed Image Text:b. Recall that f(x) = 2*-1 - 1. Graph of f,(x) = f(-x) + 2, f2(x) = f(-x+ 1) + 1, and fs(x) = fi(x) + f2(x) are shown below. Label graph below fi. fa and f3 In the space provided simply fa, fa and f3 into the form fi = A(2)-(*1) + d. Hint to help correct the exponent in f2 multiply the equation by 2/2: = (2) (;) = (2)(2-1)
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