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Klion
Feb6-04, 02:58 PM
I am studying for a midterm, was browsing over an old midterm and found this question



\int e^{3x} \cos{(x)}\; dx


Can't figure it out, help would be appreciated

jamesrc
Feb6-04, 05:24 PM
Integrate by parts twice. Post back if you get stuck.

Klion
Feb6-04, 05:44 PM
erm didn't think we'd gotten that far, assignment on that section isnt due until monday. No wonder I couldn't find it hehe.

O well I have 2 hrs to learn it I'm good! :)

Klion
Feb6-04, 06:51 PM
hmm I ended up with


\int e^{3x} \cos{(x)}\; dx = \frac{e^{3x}\sin{(x)} + 3e^{3x} \cos{(x})} {10}


that sound about right?

jamesrc
Feb6-04, 07:26 PM
Looks good to me.