I've had a few looks at these types of patterns before - there really isn't much to look up regarding digits except in speed mathematics (similar processes are in The Trachtenberg Speed System of Basic Mathematics I think.)
so basically, let M be the number of digits of A, and N be the number of digits of B.
AB = A*(10^N) + B = A*(1 + 10^N - 1) + B*(1 + 10^M - 10^M) = (B*10^M + A) + A*(10^N - 1) - B*(10^M - 1) = BA + A*(10^N - 1) +B*(1-10^M)
if N = M, that is A and B have same number of digits then
AB = BA + (10^N - 1)*(A-B)
it is not true for any even N, its only when A and B are divided equally. So when something is odd, you can't divide it into equal halfs. so you have an M and N different!
Your expression beautifully 'keeps track' of the different sections (as you say, irrespective of digits in either A or B ) in a number. Liked it very much !
How bored am I to be entertained and interested in this. Its a crime that people that have minds cant get the education they need in the fractional reserve bank debt based education system. Crippled by student loans ALL MY LIFE I have to get the rest of my education on the internet by scavenging. Sitting here instead of college algebra class.Even a retard can see thats messed up for our society
BURN THE FEDERAL RESERVE free universal higher education for all especially veterans and their kids
This has been flagged as spam show
jesus christ is king of kings and lord of lords.
bass109 1 year ago
I've had a few looks at these types of patterns before - there really isn't much to look up regarding digits except in speed mathematics (similar processes are in The Trachtenberg Speed System of Basic Mathematics I think.)
Quite interesting
GutGenotype 2 years ago
You should post a video that shows the proof of this formula.
subway987 2 years ago
so basically, let M be the number of digits of A, and N be the number of digits of B.
AB = A*(10^N) + B = A*(1 + 10^N - 1) + B*(1 + 10^M - 10^M) = (B*10^M + A) + A*(10^N - 1) - B*(10^M - 1) = BA + A*(10^N - 1) +B*(1-10^M)
if N = M, that is A and B have same number of digits then
AB = BA + (10^N - 1)*(A-B)
it is not true for any even N, its only when A and B are divided equally. So when something is odd, you can't divide it into equal halfs. so you have an M and N different!
creepysinger 2 years ago
You say: "So when something is odd, you can't divide it into equal halfs".
I say: In that sense, odd or even numbers CAN be divided into equal halfs. i.e. 27 is odd, and A=2 B=7.
Thanks for your contributions.
WorldCollections 2 years ago
no, I mean an odd number of digits, for example take any number like
19833 or 238
you cant divide it into A and B such that the formula holds!
creepysinger 2 years ago
oh i didnt see the part after 7:00 in the video where u say what to do with odd number of digits, but as u can see, the formula i mentioned above,
AB = BA + A*(10^N - 1) +B*(1-10^M)
holds irrespective of many digits you divide A and B into.
but nice way to teach people some math tricks! good job
creepysinger 2 years ago
I like your expression very much ! Simple, clear and beautiful !
WorldCollections 2 years ago
Your expression beautifully 'keeps track' of the different sections (as you say, irrespective of digits in either A or B ) in a number. Liked it very much !
WorldCollections 2 years ago
How bored am I to be entertained and interested in this. Its a crime that people that have minds cant get the education they need in the fractional reserve bank debt based education system. Crippled by student loans ALL MY LIFE I have to get the rest of my education on the internet by scavenging. Sitting here instead of college algebra class.Even a retard can see thats messed up for our society
BURN THE FEDERAL RESERVE free universal higher education for all especially veterans and their kids
stevenstreets3 2 years ago 2
a bit shifty but intersting. nice work man
bizl123 3 years ago
hey!
tu me enviaste el link por facebook lo vi y esta nice.
pero tu asumes que funciona para todos los casos. lo puedes probar? y si lo probaste que metodo usaste?
añade me a facebook para dialogarlo bien.
apnnel 3 years ago