The function f(x) = 1/x is undefined at x = 0 because division by zero is undefined in mathematics. So, there is no suitable value for f(0) in this case.
Please check our results, in particular, 0/0=0 was known 1300 years ago in India!!!!
Furthermore, please look at the big news:
What is 1/0, 0/0 and 0^0?
I think we were able to solve the all problems as 1/0=0/0=0 and 0^0=1 and 0:
Please look at a new world and mathematics.
For y=f(x) = 1/x, f(0)=0.
tan (\pi/2) = 0, [g(x)/(x-a)]_{x=a} = g’(a).
We think that modern mathematics is still flawed. It is clear that there are basic defects in function theory, differential equations, geometry, and algebra, and it has been eight years since the discovery. This will be a stain on world history.
Division by Zero Calculus - History and Development, 2021 Scientific Research Publishing, Inc.
As Fundamental of Mathematics, the division by zero was known as the generalized Moore-Penrose solution of the fundamental equation: ax=b.
Look at the simple evidence of its importance:
H.
Okumura, Geometry, and division by zero calculus, International Journal of Division by Zero Calculus, {\bf 1} (2021), 1-36.
The book was published:
INTRODUCTION TO THE DIVISION BY ZERO CALCULUS, SABUROU SAITOH, January, 2021
We founded an international journal on division by zero calculus from the United Kingdom (
https://romanpub.com/dbzc.php
).
Alright, let's look at it logically. Division by zero is undefined because it leads to contradictory results.
If we consider the expression 1/0, we are essentially asking "What number, when multiplied by 0, gives 1?" The answer to this question doesn't exist in the real number system because any number multiplied by 0 is always 0, not 1.
In mathematics, division is often defined as the inverse operation of multiplication. So, if we have a * b = c, then c / b = a. However, when b is 0, there is no unique value for a, since any number multiplied by 0 can give the same result.
Therefore, 1/0 is undefined because there is no real number that satisfies the equation 0 * a = 1.
We will need a new idea on the division by zero. NOT the usual one.2023.11.10.5:12
Please check our results, in particular, 0/0=0 was known 1300 years ago in India!!!!
Furthermore, please look at the big news:
What is 1/0, 0/0 and 0^0?
I think we were able to solve the all problems as 1/0=0/0=0 and 0^0=1 and 0:
Please look at a new world and mathematics.
For y=f(x) = 1/x, f(0)=0.
tan (\pi/2) = 0, [g(x)/(x-a)]_{x=a} = g’(a).
We think that modern mathematics is still flawed. It is clear that there are basic defects in function theory, differential equations, geometry, and algebra, and it has been eight years since the discovery. This will be a stain on world history.
Division by Zero Calculus - History and Development, 2021 Scientific Research Publishing, Inc.
As Fundamental of Mathematics, the division by zero was known as the generalized Moore-Penrose solution of the fundamental equation: ax=b.
Look at the simple evidence of its importance:
H.
Okumura, Geometry, and division by zero calculus, International Journal of Division by Zero Calculus, {\bf 1} (2021), 1-36.
The book was published:
INTRODUCTION TO THE DIVISION BY ZERO CALCULUS, SABUROU SAITOH, January, 2021
We founded an international journal on division by zero calculus from the United Kingdom (
https://romanpub.com/dbzc.php
).
The function f(x)=1/x
not make any sense in this case
f(0).but if we apply limit on this then may make any sense.
f(0)=0=1/0=0;
please look:
Furthermore, please look at the big news:
What is 1/0, 0/0 and 0^0?
I think we were able to solve the all problems as 1/0=0/0=0 and 0^0=1 and 0:
Please look at a new world and mathematics.
For y=f(x) = 1/x, f(0)=0.
tan (\pi/2) = 0, [g(x)/(x-a)]_{x=a} = g’(a).
We think that modern mathematics is still flawed. It is clear that there are basic defects in function theory, differential equations, geometry, and algebra, and it has been eight years since the discovery. This will be a stain on world history.
Division by Zero Calculus - History and Development, 2021 Scientific Research Publishing, Inc.
As Fundamental of Mathematics, the division by zero was known as the generalized Moore-Penrose solution of the fundamental equation: ax=b.
Look at the simple evidence of its importance:
H.
Okumura, Geometry, and division by zero calculus, International Journal of Division by Zero Calculus, {\bf 1} (2021), 1-36.
The book was published:
INTRODUCTION TO THE DIVISION BY ZERO CALCULUS, SABUROU SAITOH, January, 2021
We founded an international journal on division by zero calculus from the United Kingdom (
https://romanpub.com/dbzc.php
).
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