evaluating a limit with power series, calculus 2 tutorial

[@carolinekenny4353]

Thank you so much!!!!! This was very clear and helpful

[@RonaldoEuSi]

more of these please!! ❤️❤️❤️

[@knuckles140]

Thanks bprp, love from India 😉

[@ugwunnadiobioma123]

What do I do when I encounter limits at infinity. Using Taylor's series.

[@smokebonde9943]

This is an interesting method but with L' Hopital's you find the limit in seconds :D

[@jacobmorgan7553]

Its just an example problem for calc 2 students! we're told to solve it this way, I assume to get us more comfortable with series and maybe there are some limits out there that can be solved easier this way!

You can’t easily solve some with LH that’s why this method exists for example the limit as X goes to 0 of cos(X)*sin^-1(x)/x^2

[@navjotsingh2251]

This method works on all problems that LH can do, and also the ones it can’t do ! This is a more generalised technique and is better than LH imo

[@aa07011]

Excellent! Thanks!

[@omarelajami8082]

Great video !! Easly explained

[@abhaychandra2624]

AWESOME!!

[@nothanson2429]

Thank you :)

[@shafawiyono8365]

hero.

[@rainman4529]

Thanks!!!!

[@Peter-dv9wt]

Thank you!

[@blackpenredpen]

you're welcome

[@ilkeuyankerstudent5347]

THANKS

[@TheNetkrot]

why is there not an answer when you apply L'Hopital's rule for this problem. Actually you get an answer by applying it the second time .... you get 1/-1. Is this problem not solved with L'Hobital. Thank you for this video it was quite informative.

[@LTG-]

you can solve it with LHopital but there are complicated questions where you cant use it since you can find after 8 times, thus he is solving how to solve a easy question with taylor , It is just an example

[@TheNetkrot]

@@LTG- yes I understand that he is using Taylor for this particular problem. L'Hopita gives an answer to this problem as well.

[@Teach2512]

Sir solve (1+x)^1/x using infinite series

[@AFCOE]

My problems with this things is how far should we go😂😂. The French people say d'ordre 5😂

[@LearnWithFardin]

Nice beard

[@danielhaselbauer2549]

Just lopital that stiff, way more easy

[@awesometico]

But no where near as cool as this

[@herbie_the_hillbillie_goat]

and you wouldn't learn anything new.

[@dzhang804]

sometimes the function can get quite large, so its inefficient doing all that product rule and chain rule

[@REXIANCE]

With LHOsPITA L in just 7 s

[@herbie_the_hillbillie_goat]

Change the numerator to 1-2cos(x) and have fun with L'H.

[@REXIANCE]

@@herbie_the_hillbillie_goat yes..