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Is 0.999 A Real Number? [Solved]
0.999 is then the unique real number that lies in all of the intervals [0, 1], [0.9, 1], [0.99, 1], and [0.99 9, 1] for every finite string of 9s. Since 1 is an element of each of these intervals, 0.999 = 1.
Every PROOF you’ve seen that .999… = 1 is WRONG
There are many incorrect proofs that .
Does 0.999… = 1?
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I’m Settling This Math Debate Forever (.99 repeating = 1)
Does .99 repeating equal 1? Spoiler Alert: .99 repeating =1 and it always will. It’s time to formally prove .99999 equals 1. Some of …
