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Can someone help me out with this one, please?
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Put into partial fractions and integrate.
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Thank you for your answer, Jane I could get the right answer this way, but I'm not supposed to use partial fractions. Is there a way I can do it without using this method?
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How about
Last edited by Dragonshade (2008-04-15 04:41:59)
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wow Dragonshade, that's way too complicated for me, thanks for the answer though :D I've just found out that I'm allowed to use partial fractions, so I guess I'll have to learn how to use them.
Just one more question. Maple says...
It must be obvious but I just can't figure out why.
Last edited by Nils-Ake (2008-04-15 06:13:10)
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Know how to do it now? Partial fractions again
Partial fractions is very useful, so learn it by all means. In some cases thats the only way to solve an integral.
What Dragonshade used is trigonometric substitutions. Even though it looks daring, a lot of times it proves easier to apply than any other method.
Last edited by LuisRodg (2008-04-15 06:24:33)
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Oh well >_< partial fractions again. I'll follow your advice and try to learn it. Thanks.
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I was surprised when you said you were not supposed to use partial fractions. It doesnt make sense. Partial fractions are normally the most efficient methods of integrating an expression that can be split into partial fractions. Not being allowed to use this method appears to me to be a big shame.
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