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Brian Mulholland
United States
เข้าร่วมเมื่อ 8 ม.ค. 2014
วีดีโอ
8 Applications of Double Integral of General Regions
มุมมอง 1.4K8 ปีที่แล้ว
8 Applications of Double Integral of General Regions
6 Chain Rule Example with 2 variables Attempt 2
มุมมอง 2368 ปีที่แล้ว
6 Chain Rule Example with 2 variables Attempt 2
9 General Region Double Integral Example A
มุมมอง 3738 ปีที่แล้ว
9 General Region Double Integral Example A
7 The Chain Rule and Implicit Differentiation
มุมมอง 4038 ปีที่แล้ว
7 The Chain Rule and Implicit Differentiation
4 Mathematica Partial Derivative Example
มุมมอง 3.2K8 ปีที่แล้ว
4 Mathematica Partial Derivative Example
6 Double Integrals over General Regions
มุมมอง 3328 ปีที่แล้ว
6 Double Integrals over General Regions
4 Line Integrals with respect to x and y
มุมมอง 2.3K8 ปีที่แล้ว
4 Line Integrals with respect to x and y
Lecture 12 3 Dot Product and Projections
มุมมอง 1638 ปีที่แล้ว
Lecture 12 3 Dot Product and Projections
The Derivative of Vector Valued Functions
มุมมอง 2418 ปีที่แล้ว
The Derivative of Vector Valued Functions
Motion of a Particle and TNB Frame Part 2
มุมมอง 1598 ปีที่แล้ว
Motion of a Particle and TNB Frame Part 2
yeah, use green pants for green's theorem
the fact he is left-handed makes me even more confusing 🤣🤣
I like the way you displayed information on the board without obstructing the audience from viewing. Nice work + wonderful explanation
How does he do that? Write on thin air, how?
clear glass whiteboard
@JDVT10 wait is it actually that?
@ yeah. U can see he has an expo marker in his hand
Thanks a lot my friend. Finally I understand this topic
Very good, learned it very well. Thank you sir!
how about by using the standard table of values method?
exactly what im looking for
Thank you sir, your explanation is perfect 🎉🎉🎉🎉🎉🎉🎉🎉🎉
Who else was expecting "8" examples? 😂
Nice work😊
stupid , worse session ever seen
Usefull video , thank u...
Here is an idea: I think both space and velocity DO NOT EXIST because both depend on an absolute and arbitrary frame of reference that do not exist. On the other hand, acceleration can be measured absolutely, independent of any frame of reference. So acceleration exists, but not space or velocity. So we need a NEW theory of Physics, in which only acceleration exists, but not space or velocity. For example, it is possible to measure the acceleration of a spaceship independent of any frame of reference. But it is impossible to measure the position or velocity of the spaceship if you don't have a frame of reference. A frame of reference is always RELATIVE to some arbitrary object in the universe. An absolute frame of reference does not exist. Since an absolute frame of reference does not exist, neither do position or velocity. So both position or velocity need to be purged from Physics.
is there another situation, where you hold 2 rulers parallel in front of you, and tilt one but dont twist it under the other? or is that the same?
That’s really awesome
Thanks for the brilliant video !!!!!
u explain in a chilled maner which is enjoyeable
Don't see why the bounds for z are 0 to 2 and not 2 to 4. You plug in 0 for x and y to get z = 4 and we are given the other bound of z=2.
If you take the bound of 2 to 4, you get the upper part of the tetrahedron. Bounded by 2 means the space above 2 is cut off
Thank u so much
Please y is the function 1
because is you want to find the volume when triple integrating you use the function 1. If you use a function with variables you will get a hyper-volume which is essentially volume but in 4d, not 3d.
:')
do write backwards??? how does your setup work?? thats so cool!!
i think he mirrors the original video(so hes originally right handed ig)....pretty smart if u ask me...i was so tripped out at first
hello, great video, thanks for that :)
really good
actually you are doing good
Excellent explanation
thank you bro
awesome video and instructor!
"you can start with any order, im going to start with y because y not. "🤣🤣. great thinking there
Timeless! Thank you Brian for the quality explanation
Thank you, this was extremely helpful ❤️♥️♥️
Thank you
absolute legend thank you
is this guy writing backwards???
Yes, he trained for years!
higher math is always written backwards
Very very nice and clear proof.
Thanks
I don't know if this man is so good or professor at college is dumb. Both may be true.
Thanks for posting these videos. Very helpful.
Excellent mesmerizing work.
Thank you for your reply. I was instigated with your final statement about "what is the difference ?", hoping to see the line of thought from (line integrals with respect to x and y ) to (their summation becomes line integral of vector field). (i.e. P (x, y)dx+ Q(x, y)dy ). In the following video which I was so eager to see, you simply draw the conclusion by introducing the definition. I am a visual person, I wonder if you can project your thought into graphs. Thank you very much.
where do I find the next video ?
You can find the entire Line Integral Playlist here: th-cam.com/play/PLMQ1lLRDJRrQ7anU14IukECoGubYNJX_D.html
Thanks ♥️✌️
Hello. Could you please provide the code? Thanks in advance.
For the bounds of y, wouldn't you put x = 0 as well, so it's just 4 - z (like you did with the x bounds, setting y = 0)?
2 years and still no answer.. I wonder if he ever figured it out.
@@thejronny Think I was right but I don't remember. Anyway fuck it cause I'm a software dev now and never use this shit LMAO
thank you so much
1:06 if you subtract those integrals, wouldn't it just give you zero?
You are correct. There is a typo. There should be a negative sign in front of the second term. i.e. = -integral over the boundary of y dx = Thanks for pointing that out!
when u realize this guy has to write backwards and do double integrals
You can mirror it in a recording software
You are a LEGEND remember that