(New page: == 8.8 #54 == Does this indefinite integral converge for anyone? Also, if you are having trouble with the integral, take a look at the derivatives of inverse hyperbolic functions. --~~...)
 
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== 8.8 #54 ==
 
== 8.8 #54 ==
  
 
Does this indefinite integral converge for anyone?  Also, if you are having trouble with the integral, take a look at the derivatives of inverse hyperbolic functions.  --[[User:Jmason|John Mason]]
 
Does this indefinite integral converge for anyone?  Also, if you are having trouble with the integral, take a look at the derivatives of inverse hyperbolic functions.  --[[User:Jmason|John Mason]]
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It does not converge for me.  I used direct comparison to test whether it converges or not.  I started by comparing <math>\sqrt{x^4-1}</math> and <math>\sqrt{x^4}</math>  It was easy from there.

Revision as of 11:20, 25 October 2008

8.8 #54

Does this indefinite integral converge for anyone? Also, if you are having trouble with the integral, take a look at the derivatives of inverse hyperbolic functions. --John Mason

It does not converge for me. I used direct comparison to test whether it converges or not. I started by comparing $ \sqrt{x^4-1} $ and $ \sqrt{x^4} $ It was easy from there.

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BSEE 2004, current Ph.D. student researching signal and image processing.

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