4.1a1 Antiderivatives and Indefinite Integration - Calculus

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Uploaded by on Sep 19, 2009

Check out all of my Calculus Videos and Notes at: http://wowmath.org/Calculus/CalculusNotes.html

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Uploader Comments (RobbWorld)

  • You should have mentioned at the second equation, the one that is not a polynomial, is that you can not use the integration rule x^(n) = x^(n+1)/(n+1) if n = -1. For example: if the denominator of the fraction was 9x and you brought the x to the top so it was x^(-1), you could not use the integration rule x^(n) = x^(n+1)/(n+1).

    Other than that, well summed up.

  • @imSNIFFLES

    You are correct. I did not mention that you cannot have an exponent of -1. Good perspective.

  • The most important thing you are learning in almost any class is not the subject itself. It is the process of completing the class successfully that is the most important to me. I'm sorry I cannot go in more depth now.

  • This question is stupid but... what's the difference between definite/indefinite integral?

  • @lyj41

    Definites have an interval and the answer is a number. Indefinite are and equation + c

  • When Do I Know where I have to use u substitution and when I just use the regular formula for anti derivatives?

  • @Palmar3s

    If you can distribute or foil easily then it is not u-sub.

    U-sub has a function that when derived gives you another piece of the problem.

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  • You guys Ok with that?

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  • cute lisp

  • hooray im an engineer i dont know how to count lol good tutorial.

  • on number 14, (xy)^2=/=x^2*y^2 you need to change it to (3x)^-2

  • I LOVE INTEGRATION !!!

  • @jetliigor you asked what profession besides calculus needs it, so i told you

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