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From: MIT
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  • I am very happy to see the vidoe from you, hopefully the others also are happy for You Lecture 16: Differential equations, separation of variables

  • Steady I Really Like This Video Lecture 16 Differential equations, separation of variables

  • Good, I like that you share this video Differential equations, separation of variables, I wish success always

  • I Really Like The Video Lecture 16: Differential equations, separation of variables From Your

  • Your Video Differential equations, separation of variables Is Very Useful Sharing

  • after i watched this video Differential equations, separation of variables *Note: this video was revised, raising the video brightness.my insight is very open because the video is very good to give information

  • wow..so clean now..thanks..

  • this class seems hard, im scared

  • This one is very educational. You can learn so many concepts in here.

  • 0:54

    That's probably the hottest girl at MIT.

  • 18.01 is awesome.

    Definitely work through 18.03 on differential equations, since the professor there is equally awesome and tries to keep things as simple as possible.

    Especially watch out for lecture one since lecturer devotes the entire lecture explaining the meaning of differential equations So be encouraged to take that course as well .

    Thank you MIT.

    Thank you prof Jerrison

  • Comment removed

  • really really good.. it was awesome.. the professor is extremely talented and charismatic.. thank you MIT...

  • their choke is sooo goooooooooooooooooddd !! omg !!!!!

  • Great teacher. His remarks were very helpful in clarifying some of the fundamental questions that were quite mirky. Thank you professor, thanks MIT!

  • very good

  • took

  • 18:30 "superfluous and redundant" nice one

  • @masonprof "redundant" is superfluous. i see what you did there.

  • i try to comprehend calculus so i check these lectures , but then i reach this point where i say to myself : "either im not smart , or i did not have the correct building for my background"

  • @g1code

    this dude explains sooo slowly..so its kinda not ur fault...

  • @vaibhav1803

    hey, do you understand the first part when he stated that ( d/dx +x ) y = 0, translates to dy/dx +xy = 0?

    I'm a little confused about that. i see from the first equation that was a give that dy/dx = f(x) = y. Therefore y should equal dy/dx, so shouldn't the equation be (d/dx)(dy/dx) = -xy?

  • @g1code Michael Spivak.

  • this video is enormous.45 min?

  • By the way anyone knows what the birth date of this guy is?

  • He got an A.B. from Harvard in 1975. Suppose he entered Harvard with 18 and got his degree 4 years later with 21. Then 1975-21 = 1954.

    So he probably was born around 1954 and is 55 today.

  • Yes yes yes, at least uploaded thanks a lot.

    I didn't finished all of the previous lectures, but soon I will, and uploading the rest of the videos is very motivating/stimulant, thanks a again.

    (I'm what they call a self learner)

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