Solution Found!
?For the following exercises, use a graph to determine whether the functions are the
Chapter 9, Problem 41(choose chapter or problem)
For the following exercises, use a graph to determine whether the functions are the same or different. If they are the same, show why. If they are different, replace the second function with one that is identical to the first. (Hint: think 2x = x + x. )
\(f(x)=\tan (-x), g(x)=\frac{\tan x-\tan (2 x)}{1-\tan x \tan (2 x)}\)
Text Transcription:
f(x) = tan(−x), g(x) = tan x - tan (2x) / 1 - tan x tan(2x)
Questions & Answers
QUESTION:
For the following exercises, use a graph to determine whether the functions are the same or different. If they are the same, show why. If they are different, replace the second function with one that is identical to the first. (Hint: think 2x = x + x. )
\(f(x)=\tan (-x), g(x)=\frac{\tan x-\tan (2 x)}{1-\tan x \tan (2 x)}\)
Text Transcription:
f(x) = tan(−x), g(x) = tan x - tan (2x) / 1 - tan x tan(2x)
ANSWER:Step 1 of 3
Given:
Function 
To calculate:
To check if 
Graph of 
graph of 
