That was an amazing explanation, thank you so much! You have actually answered all of my questions and problems relating visualization of triple integral problems. Thank you again.
Some lecturers make things very complicated for nothing according to how they explain these problems, but bravo! bravo! to you sirfor simplifying my life in Cal3
taking calc 3 in the summer means the lectures are waaaaaay to fast, and for something like this that requires some time to stop and comprehend, the lectures are pointless, so i've been learning through the textbook, which was actually really effective until triple integrals, which have eluded comprehension for some reason for me, i think its probably just weird examples and not great writing mixed with being rushed. Either way, thanks for this video, it really helped me.
Geogebra is a good application to view things, when you open it, there should be a box to type things and you will be able to type your function(s). You can also find more information about it on internet 😉
Oh yes...good notation. Very good notation. Thanks for this. No one else is as formal in their scripting.
Can't express how helpful it is that you examined the last problem with all the possible integration orders!
i'm so glad that the exact problem is was stuck on ended up being an example in this video. Makes things 1000x easier for me to understand
Great video, I feel a lot more comfortable setting up bounds now, which is the hardest part :)
That was an amazing explanation, thank you so much! You have actually answered all of my questions and problems relating visualization of triple integral problems. Thank you again.
great explanation! I have been lost for years trying to figure this stuff out. Thank you so much.
You explained this very clearly. Thank you!!
I can't thank you enough.. U just cleared all my doubts.. excellent explanation.. My professor has unnecessarily made it complicated
Yup same here
Some lecturers make things very complicated for nothing according to how they explain these problems, but bravo! bravo! to you sirfor simplifying my life in Cal3
This was the best video to find the bounded regions thank you s much
bro you just saved my life
Outstanding, thank u so much
so simple when its explained liked this! thanks for the video
Nice concept clearing
thank you so much!
So helpful! Thank you
thank you so much hope i get one of these q tmr...
A minute of silence for calculus students who haven’t discovered this channel
Thank you very much!
Great explanation!
we need more of this in uni, lecturers in uni made it it quite complicated
Outstanding.thank so much
Saved my life
really helpful stuff, thanks
great explanation sir
Thank you do much 😊
Thanks so much sir I understand perfectly well now
Good stuff
Thanks!
much thanks!!!!!!
taking calc 3 in the summer means the lectures are waaaaaay to fast, and for something like this that requires some time to stop and comprehend, the lectures are pointless, so i've been learning through the textbook, which was actually really effective until triple integrals, which have eluded comprehension for some reason for me, i think its probably just weird examples and not great writing mixed with being rushed. Either way, thanks for this video, it really helped me.
Thanks for the comment. I'm glad my video helped you!
Thank you so much.This really helped me a lot!!!
Nice
is there a link for the questions
THANK YOU
Is it okay to find the negative result??!!
thank you
More realistic to not give sketches
Sir
What application we can use to graph like the picture you've just presented?
Like in 10:04
Geogebra is a good application to view things, when you open it, there should be a box to type things and you will be able to type your function(s). You can also find more information about it on internet 😉
My mind is blown
Thank you soooo much sir
thank you good sir
did those 6 people dislike this video just because they still could not get it???
Is there any trick to solve all this problems without drawing just by seeing the terms and given equations?
practice a thousand of these problems and you won't need to draw anymore!
@@vladimirsviridov3329 yes i think you're right.
Can any one telk why the upper limit in x2+y2=4 is zero??
Cool.