Agent Smith
Full Member
- Joined
- Oct 18, 2023
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- 276
You've just demonstrated that 0.999... = 1. There's nothing wrong with that. It's a well-known fact.View attachment 38409
So we have the problem \(\displaystyle 2 \div 2\) and the answer is \(\displaystyle 1\) (A), but the answer is also \(\displaystyle 0.999... = 0.\overline 9\) (B).
Comments ... please
Si, I was tinkering around with the Hindu long division algorithm after having visited a page on \(\displaystyle 1 = 0.\overline 9\).You've just demonstrated that 0.999... = 1. There's nothing wrong with that. It's a well-known fact.