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Could someone please help me with this question and answer my written questions that are in ink We define the sequence (Sn) recursively by letting

Could someone please help me with this question and answer my written questions that are in ink

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We define the sequence (Sn) recursively by letting s1 = 1 and Sn+1 = \\28n + 2. . Find lim Sn. s = lim Sn = lim Sn+ 1 = lim /2(sn) + 2 = lim (2(Sn) + 2) = lim (2(Sn)) + 2 by Theorem 4.2. 1(b) = 2 . lim (Sn) + 2 by Theorem 4.2. 1(b) = V2s + 2 since lim (Sn) = s $2 = 2s + 2 by squaring both sides of the equation S' - 25 - 2 = 0 ( - 2) 2 - 4(1) ( - 2) S = - -21 by the quadratic formula 2(1) should This be !? If so V12 why ? 2 = 2+ 13 - So lim Sn = ? ? and why

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