(New page: I have been working out some cases where I can't integrate through trigonometric substitutions (or at least, not easily) but I can using hyperbolic functions. See if you can solve <math>...) |
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I have been working out some cases where I can't integrate through trigonometric substitutions (or at least, not easily) but I can using hyperbolic functions. See if you can solve | I have been working out some cases where I can't integrate through trigonometric substitutions (or at least, not easily) but I can using hyperbolic functions. See if you can solve | ||
| − | <math>\int x^2\sqrt{x^2+1}</math> | + | <math>\int x^2\sqrt{x^2+1}dx</math> |
Special points if you can solve it using trig functions. | Special points if you can solve it using trig functions. | ||
Revision as of 10:06, 21 October 2008
I have been working out some cases where I can't integrate through trigonometric substitutions (or at least, not easily) but I can using hyperbolic functions. See if you can solve
$ \int x^2\sqrt{x^2+1}dx $
Special points if you can solve it using trig functions.
