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I am currently taking a Real Analysis course at university and your channel is so helpful! Please, keep making more math videos! big thumbs up
Thanks so much! Check out the playlists
“Let’s whip out our epsilons”🥳🤩😳
i love your energy!!! thanks so much!!
Dr Peyam has given a great lecture in this video .Thank you Sir !😊
Addition and multiplication are continuous, hence f+g and fg are also continuous.
Circular reasoning though
Thank you for this video, Dr. Peyam! Very instructive to get this basic knowledge about continuity so clearly explained!
Thanks Doctor
We can use this result to prove f - g continuous at a?
Yes
This video is left as an exercise to the reader
«+» is also continuous, like operation )
I needed this, thank you. Just wondering if you did the product and quotient laws for continuity.
See playlist
@@drpeyam Thank you very much for these excellent videos
how would this work for f-g ?
Similar
Maybe make make the substitution that g' = -g.And then proceed with the proof as shown in the video for f+g'.
Cool video
Here f and g are real valued functions ?? If f and g are complex function then , prove will be liked that?? Or another way to prove it???
Same method
I am currently taking a Real Analysis course at university and your channel is so helpful! Please, keep making more math videos! big thumbs up
Thanks so much! Check out the playlists
“Let’s whip out our epsilons”
🥳🤩😳
i love your energy!!! thanks so much!!
Dr Peyam has given a great lecture in this video .Thank you Sir !😊
Addition and multiplication are continuous, hence f+g and fg are also continuous.
Circular reasoning though
Thank you for this video, Dr. Peyam! Very instructive to get this basic knowledge about continuity so clearly explained!
Thanks Doctor
We can use this result to prove f - g continuous at a?
Yes
This video is left as an exercise to the reader
«+» is also continuous, like operation )
I needed this, thank you. Just wondering if you did the product and quotient laws for continuity.
See playlist
@@drpeyam Thank you very much for these excellent videos
how would this work for f-g ?
Similar
Maybe make make the substitution that g' = -g.
And then proceed with the proof as shown in the video for f+g'.
Cool video
Here f and g are real valued functions ?? If f and g are complex function then , prove will be liked that?? Or another way to prove it???
Same method