I just began to watch the video, so just one thing I'd like to say: if you can, please put the subtitles aligned with the speech, as they're not aligned. Thank you. Though, I will still watch the video, but subtitles would be nice to have in case one does not understand something.EDIT: actually the auto-generated subtitles are OK, but just to note the others (probably manually corrected and better) are no aligned with the speech.
Thanks sir. Nice introduction to power series.
I just began to watch the video, so just one thing I'd like to say: if you can, please put the subtitles aligned with the speech, as they're not aligned. Thank you. Though, I will still watch the video, but subtitles would be nice to have in case one does not understand something.EDIT: actually the auto-generated subtitles are OK, but just to note the others (probably manually corrected and better) are no aligned with the speech.
16:10
i think even in real analysis we have modulus in the definition
At 40:29, |z_1| is strictly less than R
we have to consider a open set of radius R
and thats why there exist such |Z_1|
why the sequence of partial sums has been written as a finite series @11:27
sir power series mathod se analytic contuation ka proof kro