Here's a list of many common ones, see if you can get it into the right form for one of them.
If you have to work this out by hand, consider using a trigonometric substitution, but choose carefully.
(Hint: the relationship 1 + x^2 = sec^2 for x = tan x)
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#3
Lodve
11
0
Yes, I'm fimiliar with some the of standard table of integrals. I think I just change the equation above in the form
[tex]\int \frac{1}{x^2+a^2}[/tex] where a is an integer, so that the integration of the equation would likely be
[tex]\frac{1}{a} arctan(x/a)[/tex]
But I'm not sure if I've done it right.
#4
Chewy0087
368
0
You chose the right one, try to get it into a form like that.