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Title: Sequences - Examples showing convergence or divergence
Added: Apr 15, 2008
Author: patrickJMT
Duration: 6:12
Description:
Visit : http://bit.ly/pTquLB for your 14 day free trial at Thinkwell! Videos, Quizzes, Tests and More!Sequences - Examples showing convergence or divergence. For more free math videos, check out http://PatrickJMT.com
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Videos related to 'Sequences - Examples showing convergence or divergence'
Channel: Education
Tags: math calculus converge diverge example sequence series converging diverging factorial patrickjmt
math calculus converge diverge example sequence series converging diverging factorial patrickjmt
Youtube Comments: 173
MrZiaurrahman Says:
Feb 21, 2012 - brilliant!!!!!!!!!
Canada9318 Says:
Feb 23, 2012 - Sharpie should introduce a line of markers called the "Patrick JMT Series"
patrickJMT Says:
Feb 23, 2012 - yes they should :)
Redxtc1226 Says:
Mar 11, 2012 - this dude is awesome. I'm learning more from these videos than my teacher
seaweedsupper Says:
Mar 21, 2012 - Calc 3 finals tomorrow and after watching these videos I feel really prepared. Thanks!
Wt786 Says:
Mar 22, 2012 - why does (2n-1)! go to (2n-2) (2n-3) and in the denominator(2n+1) vice versa :( ? I dont understand why it is raising in the encounter and decreasing in the denominator...could u please help???? :(((.... btw your videos are AWESOME
pyakurel123 Says:
Mar 24, 2012 - I LOVE YOU....
rawrracoon Says:
Mar 25, 2012 - I gotta say, that squeeze example was pretty neat :3.
wizardcud37 Says:
Mar 30, 2012 - I should just give you my tuition... I learn more from you than any of my professors.
NuklearStarcraft Says:
Apr 1, 2012 - @patrickJMT: I love your videos! My Calc Professor is this Russian guy with a heavy accent, and really hard to understand, but thanks to you, I might actually be able to pass my exams :)
NooraDaPersianMasta Says:
Apr 7, 2012 - I truly appreciate everything you're doing. helping a poor soul in university who's paying so much yet learning everything on youtube -_-
Angelgrrl04 Says:
Apr 11, 2012 - Just wondering, how do you know cos of anything is between -1 and 1? I know that it does if you plug in any number, but is it something you just remember?So sin of anything is also between -1 and 1. But how about tan?
ThexMrsxBrightside Says:
Apr 11, 2012 - 8 people hate cal:P
magriva1 Says:
Apr 15, 2012 - great video!!!
93ABEDA Says:
Apr 16, 2012 - Thank you for the videoo!
6blueflow Says:
Apr 24, 2012 - thanks! this really helped me!
AdamFidler1 Says:
Apr 27, 2012 - If you graph each of the functions you will be able to see their domain and range.Sin: domain = (-∞, +∞) range = [-1, 1]Cos: domain = (-∞, +∞) range = [-1, 1]Tan: domain = All reals except ±(π/2, 3π/2, 5π/2 ...) range = (-∞, +∞)
AdamFidler1 Says:
Apr 27, 2012 - You can't get a degree from him though...
hchoy Says:
Apr 27, 2012 - hey patrick, did you ever make videos for the website webassign? (calc related) some of the problems have tip videos with handwriting and voice eerily similar to yours...
wahay636 Says:
Apr 29, 2012 - "Squeeze Theorem" = Sandwich Theorem
seddie777 Says:
May 9, 2012 - I know @AdamFidler1 already kind of explained it, but I thought it might be a bit unclear. Look at the y and x values of a sin and cos graph. it is a wave that goes from -∞ to +∞ in the x direction, but can only go up to 1 and down to -1 because it is alternating. cos is exactly the same scenario but cos is shifted over by a factor of π/2. tan on the other hand (look at the graphs for these, it will help a lot) has vertical asymptotes at the factors of 2π=x but includes all y values.
Angelgrrl04 Says:
May 9, 2012 - I was never good at looking at graphs or interpreting them. But this makes somewhat sense. Thank you. :)
MsNiki246 Says:
May 14, 2012 - you really need to write a study guide to accompany your videos. Excellent job! Thanks to you i got an A in calculus.
SomethingSoOriginal Says:
May 24, 2012 - Squeeze is the same as the sandwich rule right?












jaleed Says:
Feb 10, 2012 - I was doing the exact same problem, and i had trouble with it. Youtubed patrick for sequences, and got the exact question. :)