Fundamental Theorem of Calculus (2 of 5: Areas under curves)

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THIS IS THE BEST VISUALIZATION I HAVE EVER SEEN! THANKYOU. Honestly I never could understand the connection between derivatives and integrals

meltdown
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This is the ONLY video/material where i finally truly understood what integrating meant and how integrals and derivatives were linked. Amazing!

smoothacceleration
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One of the best Maths teachers in the world!

pokya-anakrantau
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Eddie, I am more anxious to watch your next video than when waiting for any good Netflix series episode. Thanks a lot for sharing your lessons or this explanations. Best discovery of the year to me.

antonioluismarcoburgos
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please continue ur teaching ..u will benefit lots of people ..i am a 40 yrs old guy from india ..calculus always remained puzzle for me ..but thanks to u i am learning a lot from u .

krishnenduray
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i never knew math could be this fun. its so important for students to see math in context of everyday life and understand the concept behind such difficult formulas. thanks to you i rediscovered this beautiful language called math!

osjmpcc
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Great presentation! As a math professor, I appreciate this type of nice and concise presentation

drpkmath
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I live in NZ but a Malaysian Chinese like you brother, you made be very proud Eddie!

pokya-anakrantau
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Hi mister Eddie i hope you're doing well i'm a big fan of yours i'm maths teacher and i teach maths in french but your vidios are very helpful for me because i learn with you how to teach it in english i just want you please to make a vedio of that one day to and how you become one of the best maths teachers in england thank you and keep going

aminenajjari
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First comment from me. He's perfect! (Also Im a maths teacher like him too)

euler
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I am sad that I didn't get this kind of professor at my high school

joeljohnson
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This is an awesome explanation! Many thanks from Russia =)

forpublicstuff
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this new format is awesome! we are 2 grown-ups and we love your lessons!

catspresident
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Never understood this until today. Maybe I'm slacking off, and I would not blame that on my teacher. But the way you explained how we got that formula is just masterful.

dkbardillon
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There’s no teacher greater than Mister Woo.

SailorUsher
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wow, you are so good at explaining stuff its unreal, thanks a lot! 😄

aidanmcdonagh
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It's interesting because if we use the example from this video then the original function is saving the progress each step made if we compare it to its derivative .
For example if we move on from day 67 to day 68. We add another 2000 to the former result which was f(67) = 6000 and then get f(68) = 8000. Now the progress is stored again new upcoming values.

So could we say this:

The curve/line of the primitive function stores the result of the area progressed from its derivative?

Edit: You know kind of like a progress bar which you know from a computer loading screen for the area which has been passed.

nezzr
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Thanks for the comprehensive explanation! I never knew why to solve integrals we had to subtract a from b

justin.smile.circle.enjoyer
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Hi.Mr Woo, I'm helping my friends with mathematics, and I want to be able to use this sort of presentation format. What software are you using here?
Thanks.

sanatsingh
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can't wait to see your new video about this topic

adhima