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Thank you sir
Thanks a lot :) i was stuck here since so long
can someone explain to me why df does not equal to the gradient dot d(theta)? As f also varies with theta!
Very clear! A big thank you from a mathematics undergrad.
can someone explain to me why df equals the gradient dot dr? That makes no sense
Check gradient theorem, lecture 43.
Thanks bro🔥
These videos are so clear i m watching them on 2x speed
A little explanation is needed on where do the r hat and theta come from?
Thank you- it us really nice and helpful to me
Nice video 👍
thank you! keep making videos please (:
ARVIND VERMA FAIZABAD CLASSES 365
using vectors i and j without explanation?
Lecture 26 in a course, lol.
I was also scratching my head, he explains it in an early video apparently. Its just the unit vectors in the x and y direction. Hope that helps
@@ProfJeffreyChasnov there are a million different conventions on how to name units vectors, coordinates etc. -- it's not as apparent to anyone as you think, so its nice to just explain it if anyone asks. Thanks for your helpful video.
Thank you sir
Thanks a lot :) i was stuck here since so long
can someone explain to me why df does not equal to the gradient dot d(theta)? As f also varies with theta!
Very clear! A big thank you from a mathematics undergrad.
can someone explain to me why df equals the gradient dot dr? That makes no sense
Check gradient theorem, lecture 43.
Thanks bro🔥
These videos are so clear i m watching them on 2x speed
A little explanation is needed on where do the r hat and theta come from?
Thank you- it us really nice and helpful to me
Nice video 👍
thank you! keep making videos please (:
ARVIND VERMA FAIZABAD CLASSES 365
using vectors i and j without explanation?
Lecture 26 in a course, lol.
I was also scratching my head, he explains it in an early video apparently. Its just the unit vectors in the x and y direction. Hope that helps
@@ProfJeffreyChasnov there are a million different conventions on how to name units vectors, coordinates etc. -- it's not as apparent to anyone as you think, so its nice to just explain it if anyone asks. Thanks for your helpful video.