Added: 4 years ago
From: MathTV
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  • Instead of adding the -3 and countering it with -1/3 like you did at the problem 3:40-4:50,

    in my class all we did was move the -3 in (du=-3dx) to the other side, and you have(-1/3du=dx), and from there you can just move the -1/3 to the outside of the integral.

    Same concept, but this video is much more understandable, albeit more added to it.

  • simple , direct and perfect. i think god is a teacher and MATH IS GOD...XD

  • AWESOME!!

  • Thank you. your a great teacher. Can u come teach at my school?

  • lol creative substitution!!! This guy is good period.

  • so I was wondering, that at 2:38, why do we multiply the derivative of the the exponent (2x) by the whole function (1/2 * e^(x^2)) instead of just by the exponents function (x^2 * 2x)?

  • your a great help thank you so much!! :))

  • Estudiando, Vid related!

  • thank you for the great work .

  • Thanks

  • I'm kind of confused, how can you say that u = x^2? Am I missing something?

  • he incorporated the equation

    u^ndu = u^n+1/n+1 + c

  • Work your way unto college Engineering courses or Advance Math, then let's see if you won't appreciate the effort these guys put into their videos.

  • I just wanted to say thank you so much for all of these great videos. You are very clear, the pace is great and I learn so much from these videos.

    I learn so much more from these videos then from my professor as I can attempt the problems before i see the solution, pause and replay some parts.

    Your work is very appreciated

  • no exaggeration when i say that ive literally learned more from this guy than my prof this sememster, thank you so much!

  • I have searched high and low for something to supplement my calc lectures, and your videos are BY FAR the best resource.

  • Thank you for the video, I now understand it better!

  • i wish i had this guy as my professor.

  • thanks Calculus! x)

  • videos like this are the reason im gonna pass maths lol thanks :D

  • Its so funny to skip around and repeat things over and over so it makes no sense at all. It reminds me of the first time I took calculus. I was thinking, "wha..?" Try it, its funny.

  • Wow, this guy's good.

  • my god he saved my life such a good teacher

    CONGRATULATIONS!!!

  • Is it dust me, or is it a damn hard subjet to study

  • Rofl!! I missed the most important class which was 'bout the substitution method and was say ha!! but, I do really understand it very well here, that instructor still rocks hahaha

    anyway, I just want some refresh, I have already taken those things when I was in the high kool

  • very very helpful

  • at 6:30 how does the Ln come into play, help would be greatly appreciated.

  • I don't understand that either.

  • 1/u=lnu

  • thx

  • d/dx (ln u) = 1/u

  • u mean 5:30, i guess... the integral of 1/x dx just is ln |x|.... thats all. as the derivate of ln x = 1/x. its defined that way. what u could do is draw the graph of 1/x and consider integral 1/x as the area under the graph... out of that u could see that it acctually makes sence. hope that helps ^^

  • remenber that the derivative of ln(u) = 1/u, hence the antiderivative of 1/u is simply ln |u|.

  • your are such a great teacher

    I would love to meet you and give

    you many thanks! :)

  • Thanks for helping me pass AP Calculus!

  • thanks so much for the video~! they're really helpful. i had a calculus exam 2 semesters ago, and i remember that one of the example problems you did in one of your tutorials was on there.

  • put some pantera in the background and I totally understand what he's saying! Banging my fucking head to this shit!

  • you are such a great teacher!

  • I love the smile at the beginning and the end, haha. This guy is AWESOME

  • how can i know which number or variable am i gonna let it be u because in all the examples you choose differennt numbers to be u ????

  • integration isn't algorithmic, you must just practice, practice, practice to choose the proper u substitution properly. Just look for patterns. He chose in the second one let u = 5-3x because he knew that if you got integral du/u he could find it easily since it is natural log. Just practice and look for notorious looking patterns to choose a proper u. Like if you saw any e^t it might just be easier to let it be u since it is easy to integrate. Integration is a different game from derv.s:)

  • i love you.

  • I really would've liked to have seen you take the derivative of your integral.

  • Wow, Thank you so much. You are very very useful.

  • how do you find the indefinite integral of x/(1-x^2)^1/2

  • in the world

  • Very useful to remind some of the facts :)

  • Please... Be my teacher!!!Thanks a lot...

  • better than my teacher for sure...

  • You actually can find the log of a negative number but it involves complex numbers.

  • best math teacher in the earth

  • on earth*

  • Omg YOU SAVED MY GRADE IN AP CALCULUS!!!! THANK YOU as X approaches infinity!

  • from the left or the right?

  • arod,

    what he did he just multiply the whole thing by 1 = 2 (1/2)

  • Good stuff

  • youu really save my bacon

  • i love you.

  • I love you

  • just remember.. don't drink and derive. =)

  • you are math god.

  • i dont get it, once the 2 is eliminated doesn't the 1/2 go as well?

  • Muy bien.

    Este profesor es brillante.

  • Gracias Profesor.

  • i hate math *whines* I wish I had your math brilliance I'd be rich!

  • oh my god me want integrals 5 -_-

  • Yay. ^_^

  • Nice!

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