2. Using your knowledge of inverses, prepare a table of values for the inverse of the function in problem #1. Graph the inverse on the same coordinate system as the function. Label each graph appropriately as f(x) or f'(x). Answer the following for the inverse function:

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Base on the chart question 1 and answer the question 2 please

2.
Math 1314
Student Name
LAB 5
Section
Show all work for each of the following problems. Simplify and clearly indicate all answers.
1. Complete the table below (use fractions-not decimals!) and use it to graph the function f(x) = 3*.
(2,9)
-2 0.1111
Domain
-1
0.333
21
Range
-2 -1
1 234 56 7 89
coordinates of the y-intercept Co,1)
1.
equation of the asymptote y=U
2. Using your knowledge of inverses, prepare a table of values for the inverse of the function in
problem #1.
Graph the inverse on the same coordinate system as the function.
Label each graph appropriately as f(x) or f1(x).
Answer the following for the inverse function:
The equation of the inverse is f'(x)
%3D
Domain
Range
coordinates of the x-intercept
equation of the asymptote
Transcribed Image Text:2. Math 1314 Student Name LAB 5 Section Show all work for each of the following problems. Simplify and clearly indicate all answers. 1. Complete the table below (use fractions-not decimals!) and use it to graph the function f(x) = 3*. (2,9) -2 0.1111 Domain -1 0.333 21 Range -2 -1 1 234 56 7 89 coordinates of the y-intercept Co,1) 1. equation of the asymptote y=U 2. Using your knowledge of inverses, prepare a table of values for the inverse of the function in problem #1. Graph the inverse on the same coordinate system as the function. Label each graph appropriately as f(x) or f1(x). Answer the following for the inverse function: The equation of the inverse is f'(x) %3D Domain Range coordinates of the x-intercept equation of the asymptote
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