Every limit as x can be rewritten as a one-sided limit as t 0
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Every limit as x → ∞ can be rewritten as a one-sided limit as t → 0+, where t = x−1. Setting g(t) = ƒ(t−1), we have
Show that and evaluate using the Quotient Law.
Transcribed Image Text:
lim f(x) = lim g(t) X→∞0 1-0+
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