(c) (4 pts) Provide two disjoint nonempty sets X, Y and a real number I such that I is a limit point of both X and Y. Is

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(c) (4 pts) Provide two disjoint nonempty sets X, Y and a real number I such that I is a limit point of both X and Y. Is

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C 4 Pts Provide Two Disjoint Nonempty Sets X Y And A Real Number I Such That I Is A Limit Point Of Both X And Y Is 1
C 4 Pts Provide Two Disjoint Nonempty Sets X Y And A Real Number I Such That I Is A Limit Point Of Both X And Y Is 1 (8.44 KiB) Viewed 55 times
(c) (4 pts) Provide two disjoint nonempty sets X, Y and a real number I such that I is a limit point of both X and Y. Is it possible for a function h: R + R to be continuous and to have h(x) = 1 for all I EX and h(y) = 0 for all y EY?
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