Telescoping Series

[@MrCoffeeANAN]

U are the best! The ONLY video that really explains what it is instead of just giving examples. Thank you very much

[@jessicathompson4979]

+Eli Marudi I know right! I spent two days looking for a video to dumb this down

[@TworiverRiver]

​@@jessicathompson4979lol

[@karunapatiin]

i found it helpful in revising the concept which i got 10 years back......thanks

[@Dan4157]

Really helped a lot, thank you for going over more complicated series other than 1/(n^2 + n), as all other videos ONLY go over.

[@3andhalfpac]

im watching all your videos on series , so im going to thank you for all of it at ones. thank you

[@Shingorani]

at 1:35 you don't explain why the second term in the series is part of the partial sum. You simply just put it there. if you get the next term in the series it will equal 1/16 which will cancel out -1/16. So why do we include the 1/2^ n+1 in the partial sum?

[@henriqueleuschner317]

all of your videos have been very helpful, thank you. I have a question concerning this one: what's the process you use when n^2+3n+2=(n+1)(n+2) ? I'm having problems with the same type of limit, only mine has (3n^2)-4n+5 in the denominator.. and it's roots are imaginary :s thanks in advance, and congratulations on your project

[@palomon6]

What if the denominator is undefined, say when n=1?

[@AmbulateandNavigate]

You're the best among the rest!!!!

[@seharesaba6448]

I love the motivational quotes :)

[@levy008]

thank you very much. was usıng the book at 1st and was confused but after thıs vıdeo i now understand

[@silakip]

Thanks so much, your videos really assisted me!!!!

[@PraesulNoctis]

Thank you so much! It all makes sense now.

[@aveed5329]

YOU ARE MY HERO

[@hayastantsi15]

Great video and very helpful. Thank you very much!

[@amdperacha]

Thank you, thank you, thank you so much!!!

[@Jasminered15]

10/25k^2+5k-6 ?

[@matemaniaindonesia3635]

Nice tutorial

[@pinkychavda4049]

It was perfect 👌

[@iusefacebookalso]

Very helpful! Thanks.

[@MrRealtalk84]

Thanks

[@7colors622]

*smack smack*

[@manhuni]

:v