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Originally Posted by kutulu
.9r is not equal to one. It is always less than one. The limit of 1/x as x->infinity IS zero, however function will always be greater than zero, no matter how small the value it. Just because the limit of a function is equal to zero it does not mean the that value of the function will ever be equal to zero.
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I'm sorry, I don't mean to harp on this but, as anyone who has seen me in this forum before can attest, I just can't let this go.
Do you still believe that 0.999... (that r notation really is too confusing) is
not exactly equal to 1?