Solution-How many lists are in an equivalence class

How many lists are in an equivalence class

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Reference no: EM131578080

Question: We wish to count the number of ways to attach n distinct beads to the corners of a regular n-gon (or string them on a necklace). We say that two lists of the n beads are equivalent if each bead is adjacent to exactly the same beads in both lists. (The first bead in the list is considered to be adjacent to the last.)

• How does this exercise differ from the previous exercise?

• How many lists are in an equivalence class?

• How many equivalence classes are there?

Reference no: EM131578080

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How many lists are in an equivalence class

Reference no: EM131578080

Reference no: EM131578080

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