Check out the proof of the more general converse-type statement, that if a sequence converges then the absolute value of the sequence converges: ruclips.net/video/VWvEvREHI7I/видео.html
i think videos outside, where we can see your face makes the videos so much better! as we can see how engaged you actually are in your lessons and so, at least for me, makes it more exciting (and thus easier) to follow! (compared to the "normal styled" videos of you mostly drawing / writing on a black background)
I generally agree! I don't know if you've seen my whiteboard lessons where I am filming inside, but I do those too - normal lessons indoors on a whiteboard. But there are a number of reasons I generally prefer the black background style. The number one reason, aside from just not being in the mood to be on camera all the time, is that the digital blackboard lessons allow me to write all the materials I need out ahead of time, like if I need a lengthy definition or specific graph, I can draw it all ahead of time and not worry about having to do it all again if I screw up the take. BUT! I recently moved, and the additional space in my new place has allowed me to try making lessons that have the best of both worlds, here is a look at such a lesson that is not yet released if you're curious! ruclips.net/video/e0nls0SLwjE/видео.html
@@WrathofMath haha thanks for this long and in depth answer! (and for the access of a lesson that hasn't released yet haha) I watched it and honestly, i really think that indeed, it unites the best of both style of videos! love this new style :)
Thanks so much, glad it was helpful! Let me know if you have any questions and check out my analysis playlist for more! ruclips.net/p/PLztBpqftvzxWo4HxUYV58ENhxHV32Wxli
Thanks for watching, Gideon! Lessons on limits of functions and cluster points are on their way, still a lot of lessons left to make for the Real Analysis playlist!
Check out the proof of the more general converse-type statement, that if a sequence converges then the absolute value of the sequence converges: ruclips.net/video/VWvEvREHI7I/видео.html
Just having little issues in understanding prove on Null sequence involving absolute value 😓
i think videos outside, where we can see your face makes the videos so much better! as we can see how engaged you actually are in your lessons and so, at least for me, makes it more exciting (and thus easier) to follow!
(compared to the "normal styled" videos of you mostly drawing / writing on a black background)
I generally agree! I don't know if you've seen my whiteboard lessons where I am filming inside, but I do those too - normal lessons indoors on a whiteboard. But there are a number of reasons I generally prefer the black background style. The number one reason, aside from just not being in the mood to be on camera all the time, is that the digital blackboard lessons allow me to write all the materials I need out ahead of time, like if I need a lengthy definition or specific graph, I can draw it all ahead of time and not worry about having to do it all again if I screw up the take.
BUT! I recently moved, and the additional space in my new place has allowed me to try making lessons that have the best of both worlds, here is a look at such a lesson that is not yet released if you're curious! ruclips.net/video/e0nls0SLwjE/видео.html
@@WrathofMath haha thanks for this long and in depth answer! (and for the access of a lesson that hasn't released yet haha)
I watched it and honestly, i really think that indeed, it unites the best of both style of videos! love this new style :)
actually so helpful, i dont leave comments often, but your explanation was just too perfect that i couldnt not give you praise! TYTYTY
Thanks so much, glad it was helpful! Let me know if you have any questions and check out my analysis playlist for more! ruclips.net/p/PLztBpqftvzxWo4HxUYV58ENhxHV32Wxli
the ambience though!!
It was beautiful! That's the second to last, or the very last lesson I filmed at that river before moving!
Please make a video on "The problem of Ramsey" (graph theory)
Bob Ross of the math world
Thank you!
THANKS A BUNCH!
thanks 👍 always follow your studies....but I can't see limit of a function and cluster points in your videos
Thanks for watching, Gideon! Lessons on limits of functions and cluster points are on their way, still a lot of lessons left to make for the Real Analysis playlist!
Plaease make a video on explaining absolute maxima and absolute minimum theorem . . . .
Nice Chalk!
Thanks! I love writing on the chalkboard!
@@WrathofMath me too!