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2020.11.25
カテゴリ： カテゴリ未分類
Why is zero(0) divided by zero(0) equal to zero(0), but any number divided by 0 is undefined?
Saburou Saitoh
·
just now
Please look our new results:
Dividing integer Numbers:
A mother invites kids to dinner. She cooks beans. She has M beans in her pot. Now she wants to share the beans fairly among the kids. Her math is very natural; she can only count. So she goes around the table and always gives the K kids sitting at the table a bean on their plate. She repeats this until all of the beans are distributed. Now it can happen that some children have one bean less than the other. That's unfair! So she gathers the excess beans back into her pot, which will contain m beans after the division. Now everyone is satisfied and you can draw up a balance sheet:
M: number of beans in the mother's pot before division
m: number of beans in the mother's pot after division
k: number of beans on the kid's plate after division
M = k*K + m
Special case: M < K
There are more kids at the table than beans in the pot. To be fair, the mother has to collect all the beans back into their pot. The kids were given nothing to eat.
m = M
k = 0
Special case: K = 0
There are no kids at the table. After the division procedure, the mother still has m = M beans in her pot, just as in the case of M < K above. She sees no difference between these two cases, the pot is still full. Thus k = 0, the kids were given nothing to eat.
This is the famous problem that SABUROU SAITOH solved.
Special case: M >>> 1, K << M
Many beans were cooked in mother's pot and the kids were given a large number of beans on their plates. The beans look more and more like a bean soup. It looks like continuous .
(2020.10.9.17:10)
[32] viXra:2003.0071 submitted on 2020-03-03 15:31:11, (250 unique-IP downloads)
Ankur Tiwari's Great Discovery of the Division by Zero $1/0 = \tan (\pi/2) = 0$ on $ 2011$
Authors: Saburou Saitoh, Yoshinori Saitoh
Category: Functions and Analysis
Division by Zero Calculus For Differentiable Functions in Multiply Dimensions
Authors: Saburou Saitoh
Category: Functions and Analysis
[30] viXra:2001.0586 submitted on 2020-01-27 16:28:38, (60 unique-IP downloads)
Division by Zero Calculus, Derivatives and Laurent's Expansion
Authors: Saburou Saitoh
Category: Functions and Analysis
[29] viXra:2001.0091 submitted on 2020-01-06 17:52:07, (69 unique-IP downloads)
Division by Zero Calculus for Differentiable Functions L'Hôpital's Theorem Versions
Authors: Saburou Saitoh
Category: Functions and Analysis
[28] viXra:1912.0300 submitted on 2019-12-16 18:37:53, (114 unique-IP downloads)
Essential Problems on the Origins of Mathematics; Division by Zero Calculus and New World
Authors: Saburou Saitoh
1 view · Answer requested by Stephen Xing
Saburou Saitoh
·
just now
Please look our new results:
Dividing integer Numbers:
A mother invites kids to dinner. She cooks beans. She has M beans in her pot. Now she wants to share the beans fairly among the kids. Her math is very natural; she can only count. So she goes around the table and always gives the K kids sitting at the table a bean on their plate. She repeats this until all of the beans are distributed. Now it can happen that some children have one bean less than the other. That's unfair! So she gathers the excess beans back into her pot, which will contain m beans after the division. Now everyone is satisfied and you can draw up a balance sheet:
M: number of beans in the mother's pot before division
m: number of beans in the mother's pot after division
k: number of beans on the kid's plate after division
M = k*K + m
Special case: M < K
There are more kids at the table than beans in the pot. To be fair, the mother has to collect all the beans back into their pot. The kids were given nothing to eat.
m = M
k = 0
Special case: K = 0
There are no kids at the table. After the division procedure, the mother still has m = M beans in her pot, just as in the case of M < K above. She sees no difference between these two cases, the pot is still full. Thus k = 0, the kids were given nothing to eat.
This is the famous problem that SABUROU SAITOH solved.
Special case: M >>> 1, K << M
Many beans were cooked in mother's pot and the kids were given a large number of beans on their plates. The beans look more and more like a bean soup. It looks like continuous .
(2020.10.9.17:10)
[32] viXra:2003.0071 submitted on 2020-03-03 15:31:11, (250 unique-IP downloads)
Ankur Tiwari's Great Discovery of the Division by Zero $1/0 = \tan (\pi/2) = 0$ on $ 2011$
Authors: Saburou Saitoh, Yoshinori Saitoh
Category: Functions and Analysis
Division by Zero Calculus For Differentiable Functions in Multiply Dimensions
Authors: Saburou Saitoh
Category: Functions and Analysis
[30] viXra:2001.0586 submitted on 2020-01-27 16:28:38, (60 unique-IP downloads)
Division by Zero Calculus, Derivatives and Laurent's Expansion
Authors: Saburou Saitoh
Category: Functions and Analysis
[29] viXra:2001.0091 submitted on 2020-01-06 17:52:07, (69 unique-IP downloads)
Division by Zero Calculus for Differentiable Functions L'Hôpital's Theorem Versions
Authors: Saburou Saitoh
Category: Functions and Analysis
[28] viXra:1912.0300 submitted on 2019-12-16 18:37:53, (114 unique-IP downloads)
Essential Problems on the Origins of Mathematics; Division by Zero Calculus and New World
Authors: Saburou Saitoh
1 view · Answer requested by Stephen Xing
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