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Question: could you please help to solve this iterated function problem...

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Let C denote the Cantor set and let C denote the k-th iteration of the Cantor set IFS. Note that C Un where the Isns disjoint closed intervals, cach with length (a) Show that if r is an endpoint of some closed interval /s. for some k, n, then r e C. (b) Show that C is perfect. (A set A is perfect if every point a A is a limit point of the set A.)

Could you please help to solve this Iterated Function problem

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