Prove the following special case of Theorem 3.17: Suppose that f : [a, ) R for

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Prove the following special case of Theorem 3.17: Suppose that f : [a, ∞) → R for some a ∊ R. Then f(x) → L as x → ∞ if and only if f(xn) → L for any sequence xn ∊ (a, ∞) which converges to ∞ as n → ∞ .
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