Each of Exercises 11-16 shows the graph of a function y = f(x). Copy the graph and draw in the line y = x. Then use symmetry with respect to the line y = x to add the graph of f- to your sketch. (It is not necessary to find a formula for f.) Identify the domain and range of f-. 1. 12. y y=fx) = 1-.x>0 y= f(x) = x +1 13. 14. y = f(x) = sin x, y = f(x) = tan x, 15. 16. x+1, -1sxs0 f(x) = 0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 36E
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Each of Exercises 11-16 shows the graph of a function y = f(x).
Copy the graph and draw in the line y = x. Then use symmetry with
respect to the line y = x to add the graph of f- to your sketch. (It is
not necessary to find a formula for f.) Identify the domain and
range of f-.
1.
12.
y
y=fx) = 1-.x>0
y= f(x) =
x +1
13.
14.
y = f(x) = sin x,
y = f(x) = tan x,
15.
16.
x+1, -1sxs0
f(x) =
0<x<3
f(x) = 6- 2x,
-1 0
3
Transcribed Image Text:Each of Exercises 11-16 shows the graph of a function y = f(x). Copy the graph and draw in the line y = x. Then use symmetry with respect to the line y = x to add the graph of f- to your sketch. (It is not necessary to find a formula for f.) Identify the domain and range of f-. 1. 12. y y=fx) = 1-.x>0 y= f(x) = x +1 13. 14. y = f(x) = sin x, y = f(x) = tan x, 15. 16. x+1, -1sxs0 f(x) = 0<x<3 f(x) = 6- 2x, -1 0 3
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