Find the general term of the sequence, starting withn = 1, determine whether the sequence converges, and if so find its limit. 2 3 4 32 – 12' 42 – 2²² 5² – 32 n+1 , sequence converges to an n2 - (n + 2)2 , sequence converges to an = (п + 2)? — п? 4° n+1 an = , sequence converges to 0. (п + 2)? — п2 n+1 , sequence does not converge. an = (п + 2)2 — п2 n+1 , sequence converges to (n + 2)? – n² o o

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