Fundamental theorem of calculus (Part 2) | AP Calculus AB | Khan Academy
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- Опубликовано: 14 окт 2024
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There are really two versions of the fundamental theorem of calculus, and we go through the connection here. Created by Sal Khan.
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Listen, Sal. I love you.
Even though my high school didn't have calculus courses, I started college knowing what to expect in calculus. Thanks to Khan Academy. Thank you.
Normally I 100% understand everything Sal say but this video scrambled my brains. Now that I'm oriented it makes sense but the notation is subtle. I think throwing some numbers in the mix would have helped me.
Yep, this is an absolute word soup, i haven't understood any of it, and its been over a week of everyday trying and trying.. it's not explained properly by anyone..
I LOVE KHAN ACADEMY!!! :)
Gonna have to keep watching videos like a drone over and over. Had to rewind a lot. But the benefit is that you can rewind it as many times as you want. (Watches again)
I love it! Just hope one day I can watch it in English :-)
You are a genius......
This is saving my life
thank you
Understanding, simple, and fun
Thanks sir for explaining
Please shut up.
Calculus is easier than I thought
Join the club young padawan.
That's awesome ❤
Awesome!
Is c just a dummy domain in variable x , like some test charge in Gauss Electric Field Theory. Its my second encounter with use of such a hypothetical supposition. I thought Maths has got ridden of such supposition, but still cannot. Thank you so much this and other two videos on Fundamental theorems, cleared a lot though created some other confusions. I came to this video when I got stuck on multivariable calclulus. Now I have a lead how to go about exploring, lets hope I wont go crazy.......
Hi I just have a couple questions on FTC. What exactly is FTC part 1, my prof did horrible job on explaining this. Is part 2 just saying the area from pt X to pt D is equal to the integral been evaluated on the interval [C,D] subtract the integral been evaluated on the interval [C,X]? And what do you mean when you say F'(X) = f(x)?
Thanks!!
watch his original video on FTC 1, Ik its been 6 years but yk better late than never :)
The Fundamental Theorems of Calculus would make great tattoos! But I think I'll pass. Perhaps a T-shirt.
0:45
Wait... I'm 26... I should be inventing this stuff by myself not watching it on youtube!!! O_o
You're 36 now so how's it going
shouldnt of watched this hungry
10 years later and I've made the same mistake as you
Calculus is as boring to me now as it was 30 years ago.
You enunciate fundamental too much
not everyone is issac newton
😂