Re: Is 0.999999.... (infinite) equal to 1?
it can be proven mathematically, any1 willing can point out errors if any
let 0.9999..... = x
=> 100x = 99 + x (99.999999..... = 99 + .9999... = 99 + x)
=> 99x = 99
=> x = 1 (x <> 0)
any other number (other than 100) would also work
thus, 0.9999..... till infinite equals 1.
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