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Title: Taylor's Series of a Polynomial | MIT 18.01SC Single Variable Calculus, Fall 2010

Added: Jan 7, 2011

Author: MIT

Duration: 7:9

Description:
Taylor's Series of a PolynomialInstructor: Christine BreinerView the complete course: http://ocw.mit.edu/18-01SCF10License: Creative Commons BY-NC-SAMore information at http://ocw.mit.edu/termsMore courses at http://ocw.mit.edu

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Videos related to 'Taylor's Series of a Polynomial | MIT 18.01SC Single Variable Calculus, Fall 2010'

Channel: Education

Tags: differentiation of functions  integration of functions  limits  continuity  differentiation rules  extremum problems  definite integration  indefinite integration  techniques of integration  improper integrals  l'hôpital's rule 



differentiation of functions  integration of functions  limits  continuity  differentiation rules  extremum problems  definite integration  indefinite integration  techniques of integration  improper integrals  l'hôpital's rule 

Youtube Comments: 94

jhoenedu Says:

Feb 13, 2012 - I Love The Video It Can Increase My Knowledge Taylor's Series of a Polynomial MIT 18.01SC Single Variable Calculus, Fall 2010

joemchang Says:

Feb 24, 2012 - I'm in the nerdy part of YouTube again

Blackwhite2277 Says:

Mar 7, 2012 - I love the chalk, I just love it

mannykins1 Says:

Mar 17, 2012 - disappointing for MIT v.v, Maclaurin*

cesgems Says:

Apr 4, 2012 - maclaurin series is a special case of taylor series(when a=0)

shameful911 Says:

Apr 9, 2012 - goooooooooddddd <3 i love this girl ... it took her 10 mins to explain what i could not learn in 1 week T_T

Neo60000 Says:

Apr 11, 2012 - isnt it the maclaurin series (special case of taylor series ) because u put a = 0

joshmdmd Says:

Apr 13, 2012 - wow it's a fucking mclaurin. why would they name it.. i don't even.. americans..

joshmdmd Says:

Apr 13, 2012 - she specifically said this is the general equation of a taylor series.. and then put down the maclaurins. I like the current top comment at the moment though.. PatrickJMT :D

freitasnetuno Says:

Apr 16, 2012 - Mathemagic

DamarSweetness Says:

Apr 17, 2012 - lawd intelligence is sexy.

kharrell904 Says:

Apr 24, 2012 - A big round of applause for everyone giving her a hard time because they can't figure out that a=0.

metallica1559 Says:

May 7, 2012 - That's right patrick! YOU DA MAN!!!!

yuzk2 Says:

May 16, 2012 - After watching this video... I must ask, what is the point in the taylor series? What real world applications does it have? Surely you would just use the function that you already have?

Elias Herrera Says:

May 17, 2012 - i thought i was the only one who caught that! : ) maclaurin series is centered at 0; taylor is centered at (x-a)

joshmdmd Says:

May 19, 2012 - Engineering uses them a lot in upper years. Don't ask me, but I know that upper years at my school use them after calc in actual applied classes.

crashdemon12 Says:

May 21, 2012 - Am I the only one who thinks her writing on a board is awesome? So many teachers are really messy

melodicspeed Says:

May 25, 2012 - 26 ? ? not 18

somsomone Says:

May 26, 2012 - I thought this is MacLaurin's Series.....when a = 0?

shotbuck100 Says:

May 26, 2012 - I work in Macdonald's, i want a career change, i though programming, but i don't get this.fed up big mac and fries

Khanacademyr0cks Says:

May 27, 2012 - U r the MAN! <3

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