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Let .\(f(x) = \frac{x - \sqrt{3}}{x\sqrt{3} + 1}\) What is \(f^{2012}(x) \), where \(f^{2012}\) is the function we get when we compose \(f\) with itself 2012 times?

 

Thanks! Please provide a full solution. 

Guest Oct 10, 2018
edited by Guest  Oct 11, 2018
 #1
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Why would we hurry when you cannot even be bothered presenting your problem properly?

Melody  Oct 10, 2018
 #2
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What do you mean? Its LaTeX. Doesn't it work on this? I've seen people use LaTeX on this website?

 

Am I supposed to take a picture of it in LaTeX?

Guest Oct 11, 2018
edited by Guest  Oct 11, 2018
 #3
avatar+3429 
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For latex, use the latex box, but don't include the dollar signs!

tertre  Oct 11, 2018
 #4
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Thanks! 

 

Melody, will you please help me now that i edited it?

Guest Oct 11, 2018
edited by Guest  Oct 11, 2018
 #5
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Nevermind, i figured out the solution. f^2012(x) ends up being x due to a pattern. Thanks, for trying though!

Guest Oct 11, 2018

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