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Mathematics, 15.04.2020 01:16 clietmaster112

Consider the sequence defined recursively by an+1 = ( an − 1 if an ≥ 10 2an if an < 10 )
(a) Let a0 be equal to the last digit in your student number, and compute a1, a2, a3, a4.
(b) Suppose an = 1, and find an+4.
(c) If a0 = 3, does limn→[infinity] an exist?

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Consider the sequence defined recursively by an+1 = ( an − 1 if an ≥ 10 2an if an < 10 )
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