I had multivarib in C3 , ContourMaps in C2 , partial derivis in C4 (yeah we had that) , we didnt had directional dervis, double/triples was part of C2, Jacobian was C3 , vector fields C1, Line integrals C2. Then again we called in Math 1/2/3/4, this calculus name came later. Great video bro, keep it up.
A year ago I'd say this is very interesting and move on because it would be too difficult for me to understand but now I'm in uni and this was one of the classes last semester and I'm watching this video knowing everything while also getting some vietnam flashbacks. I got a 100/100 in that class :)
@@gameplay-ld6chMIT is an exception. Most universities in the US teach series and methods of integration as calc 2, and multivariate calculus as calc 3
I'll be that guy... f(x,y) is a 2D function, not 3D. When we assign it a variable z then sure its nice to view graphically in a 3rd dimension but if we're being technical, f(x) is 1D, f(x,y) is 2D, f(x,y,z) is 3D and so on. This is because for f(x,y) you're mapping from R2 (x,y) to R1 (z). This is a hard point to make clear given that you usually start calc 3 with unit vectors in 2 and 3 space so by the time you get to 2D functions that make nice surfaces your brain is thinking of them as vectors which require 3 orthogonal unit vectors. Otherwise, nice video. Concise, to the point, hits the big topics, well done.
Series is in calculus 2. And I haven’t done calculus 3 yet, so I don’t know, but there are vectors in calculus 3 and Multivariable calculus is also calculus 3.
@@thephantomminish2436 Just finished calculus 4. Either there are different curriculums, or it's high school university differences in the course or something. Cause calc 2 is all integration.
@@jonathangreene1585 Where I’m from, calculus 1 is the limits, derivatives, and a little integration, calculus 2 is harder integration, series, parametric equations, and other things like that, and calculus 3 is multivariable calculus Are you from the USA though?
Hope you guys enjoy the video! Now that you have an overview of Calculus 1-3, what do you think of it? 🤔
I had multivarib in C3 , ContourMaps in C2 , partial derivis in C4 (yeah we had that) , we didnt had directional dervis, double/triples was part of C2, Jacobian was C3 , vector fields C1, Line integrals C2. Then again we called in Math 1/2/3/4, this calculus name came later. Great video bro, keep it up.
the original trilogy
Cinematic masterpiece 😂
Unless you’re on a quarterly system.
I can't believe we got up to calc 3! . Will you now do a video on calc 7?
Damn, I was gonna say “what’s the factorial calculus?”😂
Calc 7 would probably just be advanced functional analysis or operator theory
@@GregWike would love to learn that.
Bro you really did give me shivers. This series gave me exactly what i've been through in my cs degree. Really nice video thank you for making it.
appreciate it :)
wait there’s no calculus 6
I start 3rd semester of Applied Maths and Computer Science in August, this is useful for having an outlook. Thank you!
Greeting from Mexico 🌮🌮
Good content. As a high school student, it feels a bit overwhelming to move on to 3D so it's nice getting a heads up 👍
Glad it was helpful! Enjoy the calculus journey 😂
A year ago I'd say this is very interesting and move on because it would be too difficult for me to understand but now I'm in uni and this was one of the classes last semester and I'm watching this video knowing everything while also getting some vietnam flashbacks. I got a 100/100 in that class :)
Great effort! Good luck, tomorrow (in 5 hours) is the defining moment for me 😂😅
I actually understood that I only know what derivative and integrals. Easier than expected! Yay
Derivative is easy but not with integral.
Exam Monday!!! Loved the video man
in brazil this is calc 2
Bruh i just watched the calc 1 and 2 vids this morning now i get the third? I've never been so lucky
I got your back 👀
This is so good, much better than my math teacher
Is there Any chance that you make a video like this on linear algebra or differential equations?
I was actually planning to do linear algebra next!
@@koothbrush hell yeah, cant wait to see it!
@@koothbrushstill waiting
Nearly 2k subs 🎉
Instead of me just watching this video and saying oh may be it would be easy then remember I have to revise my calc 2 lessons 😔😔
At my uni those are all topics for the 2nd semester lol
How do they use directional derivatives and vector fields for space travel ?
Hi everyone, according to the end of this video, I just changed my name.
My new name is now “absolutely nuts”
This is all just Calculus but the second semester.
I never even got to calc 3 and now you’re talking 3!?
The video is near master class but still only functions at a grade 12 level calculus ver. 3.
Very nice
Maan i didn't even know calculus 6 existed!
Do Calculus 4!
There is calculus 4??!?!?
How’d we get to calculus 24 😮
@@Carrymejane Real Analysis 💀
What is calculus 6
Not bad but you didn’t talk about greens/stokes
This is for engiis right?
Cool! 😂
I didn't know anything but watching it until the end, because I understand nothing at least i know i am sane now
That is Calculus 6. not Calculus 3
he did say it was calc 3!, so i think he’s in the clear
@@yuukil5522 Duede that was a joke. There isn't a thing called calc 6 at the first place. 3!=6 that was the joke.
@@melonking9752 yes, and i was extending the joke, as notated by the fact that i wrote 3! and not 6. Bet you’re fun at parties.
what about like greens theorem and stokes theorem and all that bs…
Newton would be proud
Newton didn't know anything about calc 3?
that’s calc2
In almost every college this is Calc 3
@@Leo-hy8ctWell, in universities it is 2
@@gameplay-ld6ch I was talking American, I don’t know a single university in my country that doesn’t teach this in calc 3
@@Leo-hy8ct I’m pretty sure you have, because we study by Barkley and MIT courses
@@gameplay-ld6chMIT is an exception. Most universities in the US teach series and methods of integration as calc 2, and multivariate calculus as calc 3
I'll be that guy... f(x,y) is a 2D function, not 3D. When we assign it a variable z then sure its nice to view graphically in a 3rd dimension but if we're being technical, f(x) is 1D, f(x,y) is 2D, f(x,y,z) is 3D and so on. This is because for f(x,y) you're mapping from R2 (x,y) to R1 (z).
This is a hard point to make clear given that you usually start calc 3 with unit vectors in 2 and 3 space so by the time you get to 2D functions that make nice surfaces your brain is thinking of them as vectors which require 3 orthogonal unit vectors.
Otherwise, nice video. Concise, to the point, hits the big topics, well done.
a
Are u indonesian?
🐸🐸 frogged :D
are you filipino ?
he sounds Filipino yes
@@zhess4096 thanks. i disliked the video and reported for hate speech 🥰
you’re filipino i just know it
ngl shit seems easy
it depends on your professor and the course in college
isn't this calculus 4? Calculus 3 is vectors and series I thought.
Series is in calculus 2. And I haven’t done calculus 3 yet, so I don’t know, but there are vectors in calculus 3 and Multivariable calculus is also calculus 3.
@@thephantomminish2436 Just finished calculus 4. Either there are different curriculums, or it's high school university differences in the course or something. Cause calc 2 is all integration.
@@jonathangreene1585 Where I’m from, calculus 1 is the limits, derivatives, and a little integration, calculus 2 is harder integration, series, parametric equations, and other things like that, and calculus 3 is multivariable calculus
Are you from the USA though?
I would guess calculus topics vary depending on location. Here we see all this in calc 3 but stuff like series is in calc 4 for some reason