Your channel makes me love physics!!!! I love the way you embrace the calculus and then prove it experimentally with elegance. Keep up the great content!
@@FlippingPhysics Being able to explain such a complicated topic in the Easiest, Funniest and Most clear way ever ALL by your own is just mind blowing Surly nobody can do better than what you have done.
Thanks. I was pretty excited when I realized I could demonstrate the rotational inertia of a long, thin, uniform rod. It seemed so esoteric that it would not be possible to do, but I was happy to be wrong.
Too much error deviation for what? (I am sorry, I can't resist. The idea that there is a "too much" error deviation really does beg the question, "too much for what?" It's more of a rhetorical question than anything else.)
You must be really passionate about these videos because holy cow you and PatrickJMT teach way better than a lot of my professors :D
Thanks! I am very passionate about making these videos. Here is some proof: flippingphysics.com/making-a-video.html
Your channel makes me love physics!!!! I love the way you embrace the calculus and then prove it experimentally with elegance. Keep up the great content!
You keep breaking your own records Your abilities are unbelievable you must be an alien 😍😍
Curious. What record did I break with this video?
@@FlippingPhysics Being able to explain such a complicated topic in the Easiest, Funniest and Most clear way ever ALL by your own is just mind blowing Surly nobody can do better than what you have done.
Makes sense.
That is an awesome compliment, by the way!
I am really happy after learning with you sir :D
Very nice video sir
Thanks. I was pretty excited when I realized I could demonstrate the rotational inertia of a long, thin, uniform rod. It seemed so esoteric that it would not be possible to do, but I was happy to be wrong.
Wow now I learned something Abt integrals
You are welcome!
Woah this is so EPIC
Thanks!
Makes sense where the 12 came from
5% error is the standard (I think) so 6% might be slightly too much
Too much for what?
Flipping Physics
Too much error deviation
I think it’s very close enough though
Too much error deviation for what?
(I am sorry, I can't resist. The idea that there is a "too much" error deviation really does beg the question, "too much for what?" It's more of a rhetorical question than anything else.)