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an=3−an−13,a1=0 a_{n} = \dfrac{3 - a_{n-1} } {3}, \quad a_1 = 0an=33−an−1,a1=0
A sequence of real numbers {an} \{ a_{n} \} {an} follows the recursive formula above.
What is limn→∞an \displaystyle \lim_{n \to \infty } a_{n} n→∞liman?
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