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| Author | Message | ||
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rational |
Is .9 repeating forever the same as 1? | ||
| 7 responses total. | |||
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jp2 |
This response has been erased.
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rational |
DOM"Y Eorr | ||
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md |
It's only 1 if you add .0 repeating forever with the *intention* of eventually ending with a 1. | ||
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jp2 |
This response has been erased.
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rational |
WEIRD. Mr Fischl thinks it's malarky, But Mr Bowers has some proof for it! Weird. I guess I don't really care. | ||
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realugly |
Weird. | ||
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cross |
Jp2 is right. .9999.... is defined to be 1. Consider: Let x = .999... Then 10x = 9.999... Then 9x = 10x - x = 9.999... - .999... = 9 => x = 1. QED | ||
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