I’m trying to figure out how to find the inverse of a function restricted to “this” domain. F(x)=(x-9)^2 The domain was [9,oo) Pls let me know the steps! Tysm. Don’t worry about solving the problem as much. If I know the steps I can do it myself.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 5T
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I’m trying to figure out how to find the inverse of a function restricted to “this” domain. F(x)=(x-9)^2 The domain was [9,oo) Pls let me know the steps! Tysm. Don’t worry about solving the problem as much. If I know the steps I can do it myself.
- ²2-4 = 0
-x+2) = 0
= +2
ES
of is 1:1 & non-decreasing
•F(x)=(x-9) ²
oth).
ectly.
Y = (x-a) > y =(x-9) (x+9)
"non decrease"" [=9,00)|(9,8)
So = [9₁x)
59,00 includes all
only
includes
* Find the inverse of f
restricted to the domain:
f(x)=(x-9)?
X = (1-9) ²²2)
17-179
Transcribed Image Text:- ²2-4 = 0 -x+2) = 0 = +2 ES of is 1:1 & non-decreasing •F(x)=(x-9) ² oth). ectly. Y = (x-a) > y =(x-9) (x+9) "non decrease"" [=9,00)|(9,8) So = [9₁x) 59,00 includes all only includes * Find the inverse of f restricted to the domain: f(x)=(x-9)? X = (1-9) ²²2) 17-179
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