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2. (5) Prove that the sequence (Sn ) converges, where n + tan Sn = n n2 - 12. (5) Prove that the sequence (Sn ) converges, where n + tan n Sn n2 - 12 Given Sn = h + fan ( - ) D' 41 A sequence is said to be convergent if it approaches some limit ie a sequence s, converged to the limit s , Rim sn = s Jim not tan n2 +1 lim 1+1 tan n- wo n + 1 totan(o) = 0 as to is convergent