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Techniques of Integration

What's your favorite technique of integration?

  • Change of variable (u/du substitution)

    Votes: 4 50.0%
  • Integration by parts (udv formula)

    Votes: 3 37.5%
  • Trigonometric Substitution (where x=a sin u)

    Votes: 0 0.0%
  • Partial Fractions (where you decompose the denominator)

    Votes: 0 0.0%
  • None, I am/was a fruity liberal arts major and don't know Calculus

    Votes: 0 0.0%
  • None, I'm a dumbass and don't know Algebra, much less Calculus.

    Votes: 1 12.5%

  • Total voters
    8
Aa.. yes.. having a good prof. is... very crucial.... it is too bad your intro physics prof is not particularly nice... some people seem to explain the most mundane concepts in a very convoluted fashion.. just to confuse you.. And apparently, we physicists like to make up mysterious sounding words for concepts and phenomenon which are... well... very simple... But, I guess that is how we try to make it sound hard!!:rolleyes:

And... as for problem solving... um.. it is... true that is can be rather cumbersome... (specially if it is a homework problem..) Yet... mechanics only needs Newtons laws (or the Lagrangian or Hamiltonian if you prefer) and... the entire EM consists of only 4 equations.. Maxwell's Equations... But of course... in practice things are much more ugly... :(

Hmm... bedtime it is... well... good night everybody! :nighty:
 
OK so this thread stayed alive a lot longer than I expected it to...

Where's the love for partial fractions and trigonometric subsitution?
 
Enrico said:
OK so this thread stayed alive a lot longer than I expected it to...

Where's the love for partial fractions and trigonometric subsitution?

I'd say partial fractions, because its about the only method of integration I can do at the moment. I've just started revising integration and thats as far as I've got.
 
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