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I think, I have stumbled upon the solution to divide by zero problem [ this is not a joke ] #207

Open Hyper-Cubed opened 2 years ago

Hyper-Cubed commented 2 years ago

i want experts to verify the solution.

This is not a joke, i genuinely think that I have stumbled upon the solution

RomanMalov commented 2 years ago

I'm not really an expert, but I'm interested in what you found. Could you please show me the solution?

Hyper-Cubed commented 2 years ago

I'm not really an expert, but I'm interested in what you found. Could you please show me the solution? hello @RomanMalov, here it is Divide by zero proof

RomanMalov commented 2 years ago

Thank you for sharing your proof! Do you know a famous example why you can't divide by zero? I'm talking about this: suppose 1/0 = n. Multiply both sides by zero: 1 = 0 * n Which is equivalent to: 1 = 0 you could argue that you didn’t multiplying by zero in your proof, but you did when you swapped n^k and 0 to get eq2.

Do you know a famous example why you can't divide by zero? I'm talking about this: suppose 1/0 = n. Multiply both sides by zero: 1 = 0 * n Which is equivalent to: 1 =0 you could argue that you didn't multiply by zero in your proof, but you did when you swapped n^k and 0 to get eq2.

Hyper-Cubed commented 2 years ago

When you multiply both sides by zero You get,

1 0 = 0 0 0=0

Equality still holds true

In addition to this, (1/0) *0 not equal to 1 Can't cancel 0 to get 1 That is violation of what I would call a fundamental property of division I'll attach a link to the same in the next comment

And,

0^(anything but 0) is equal to zero

To get eq2 I just simplified 0^k to 0 Which is true and I have taken k to be a natural number

I hope this clarifies your doubt on this.

Hyper-Cubed commented 2 years ago

here, fundamental property of division