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SOLVED: Let (S,d) be a compact metric space (not necessarily in R 0 Rk and let Fi 2 F2 2 F3 2 be a non-increasing sequence of nonempty closed sets Fn Show
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SOLVED: 04 Show" #hy R is not compact. 12 matk; Gire example of infinite subsct A of R which has no accumulation points in R [2 marks] (jii) Show that if A
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