We should add zero to be able to collect the terms and separate fractions I found in the internet how to solve Rubic's cube by LBL method which is the easiest one Can we find any mathematic problems involving Rubic's cube ?
One thing I get confused is Newton's f prime notation drops the dx. But Liebnez always keeps the dx. Then when we try to do integral we need to write dx back to f prime. Does anybody know why that is? And
I watched a professor from MIT show this proof but he botched it totally so I could not understand him he did not make a mistake but he did not place emphasis on adding and subtracting "something" that is the why of it. Of course this proof we take for granted is a stroke of genius I am wondering how Newton proved this that is how his proof was unsatisfactory and Yes will check your web site like to see a proof of rubrics cube!
please do make the video on the rubrics cube, would love it
Explaining brilliantly
We should add zero to be able to collect the terms and separate fractions
I found in the internet how to solve Rubic's cube by LBL method which is the easiest one
Can we find any mathematic problems involving Rubic's cube ?
I love your videos, well explained!👌
Thank you so much, I'm learning a lot from your videos
Awesome!
One thing I get confused is Newton's f prime notation drops the dx. But Liebnez always keeps the dx. Then when we try to do integral we need to write dx back to f prime. Does anybody know why that is? And
I watched a professor from MIT show this proof but he botched it totally so I could not understand him he did not make a mistake but he did not place emphasis on adding and subtracting "something" that is the why of it. Of course this proof we take for granted is a stroke of genius I am wondering how Newton proved this that is how his proof was unsatisfactory and Yes will check your web site like to see a proof of rubrics cube!
👌👌👌😍😍
64th view, really nice number in that iirc it's. the lowest number that is both a perfect cube and a perfect square (besides 1 of course) great video!
64 is the smallest number with exactly 7 divisors 👌🤣
the rubrics cube and then chess
22nd view, 5th like😗