Does 0.999999... has a fractional form ???
If it has , will you show please.. :((
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Coz I always get 1 in solving it ..
But it isn
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t equal to 1 right ??

```
Coz I always get 1 in solving it ..
But it isn
```

t equal to 1 right ??

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isequal to 1. Just like \(0.00000... = 0\). :) – Tim Vermeulen · 4 years, 1 month agoLog in to reply

– Noel Quirol · 4 years, 1 month ago

i just dont get it..Log in to reply

\(100N = 99.9999.... \implies 99N = 99.999999... - 0.999999.....\implies 99N = 99 \implies N=1\) – Gabriel Merces · 4 years ago

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I hope this will help you out.

https://brilliant.org/discussions/thread/explain-why-0999-1/ – Yulianto Indra Setiawan · 4 years, 1 month ago

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Find any number between \( 0.99999....\) and \(1\). You can't! So they have to be equal! – Vikram Waradpande · 4 years, 1 month ago

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– Noel Quirol · 4 years, 1 month ago

ohh , so thats it.. hehe :D Thanks..Log in to reply

yes, the fractional form is 1/1..... – Siddharth Kumar · 4 years, 1 month ago

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– Noel Quirol · 4 years, 1 month ago

Thanks... :DLog in to reply

– Noel Quirol · 4 years, 1 month ago

Can you show me how did you get that 1/1.111111.. ?Log in to reply