These videos on Green's Theorem by donylee are very helpful in understanding the concepts of the is theorem, but I have be searching videos that enplane Green's Function. I am a physics student and I have been having some difficulty with this. It would be much appreciated if you or someone would post a video explaining the concepts of Green's Function and how it is used.
I wanted to comment to say two things. First, I think it's great that you're posting videos trying to teach these concepts. It is surely helpful to many people, and you have probably noticed that after teaching it, you understand it better.
Second, I want to comment on your advice to "not find a geometric connection" in Green's theorem. I think that the geometric link is extremely hard to grasp in this case, but it exists and is CRUCIAL to having an excellent understanding of vector calculus.
this has lots of conditionals but is very helpful. Thanks for posting. Is there a advance geometric concept that underlines the proof? i can kinda tell their probably is, but i don't know how it can directly be related geometrically to the line integral. Is it the dot product? idk. thanks.
Good that you see that. I would like to mention that there may be NO CLEAR geometric link between the line integral and the double integral when using Green's Theorem. Instead, it simply helps us easily evaluate the line integral given the certain conditions.
you are nutt rediculous
rodsilver19 9 months ago
3:13
DoubleDutchBust 1 year ago
11:10pm Friday (CST) - Time in Mississippi, United States of America
1:11
DoubleDutchBust 2 years ago
4:13pm Tuesday (CST) - Time in Mississippi, United States of America
DoubleDutchBust 2 years ago
thanks so much man.
jhonma1 2 years ago
good job man...you should take up teaching in a school if you havent already....
mishaal182 2 years ago
These videos on Green's Theorem by donylee are very helpful in understanding the concepts of the is theorem, but I have be searching videos that enplane Green's Function. I am a physics student and I have been having some difficulty with this. It would be much appreciated if you or someone would post a video explaining the concepts of Green's Function and how it is used.
ninfan777 3 years ago
I wanted to comment to say two things. First, I think it's great that you're posting videos trying to teach these concepts. It is surely helpful to many people, and you have probably noticed that after teaching it, you understand it better.
Second, I want to comment on your advice to "not find a geometric connection" in Green's theorem. I think that the geometric link is extremely hard to grasp in this case, but it exists and is CRUCIAL to having an excellent understanding of vector calculus.
bobthenormal 3 years ago
Vector Calculus...the only math I seem to end up doing for "fun."
Thanks for all the videos!
troponinnutrition 3 years ago
good job
SupraJZGTE 3 years ago
this has lots of conditionals but is very helpful. Thanks for posting. Is there a advance geometric concept that underlines the proof? i can kinda tell their probably is, but i don't know how it can directly be related geometrically to the line integral. Is it the dot product? idk. thanks.
boomerro 4 years ago
The power of green's theorem is really powerful...
dannylee86 4 years ago
Good that you see that. I would like to mention that there may be NO CLEAR geometric link between the line integral and the double integral when using Green's Theorem. Instead, it simply helps us easily evaluate the line integral given the certain conditions.
donylee 4 years ago