- C Consider The Set S N 2 3n 1 N N If Exists Find I Inf S Ii Sup S Iii Min S Iv Max S 1 1 1 1 (24.95 KiB) Viewed 34 times
(c) Consider the set S = {(n+2)/(3n-1): n € N}. If exists, find: (i) inf S; (ii) sup S; (iii) min S; (iv) max S. [1+1+1+
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(c) Consider the set S = {(n+2)/(3n-1): n € N}. If exists, find: (i) inf S; (ii) sup S; (iii) min S; (iv) max S. [1+1+1+
(c) Consider the set S = {(n+2)/(3n-1): n € N}. If exists, find: (i) inf S; (ii) sup S; (iii) min S; (iv) max S. [1+1+1+1=4 marks] (d) Let S be a nonempty subset of R that is bounded above. Prove that sup S=-inf{-s: s € S}. [4 marks]