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Home » This formula counts the number of ways to place $k$ non-adjacent indistinct items in $n$ positions. - AMAZONAWS

This formula counts the number of ways to place $k$ non-adjacent indistinct items in $n$ positions. - AMAZONAWS

📅 March 6, 2026 👤 scraface
Mar 06, 2026
This formula counts the number of ways to place $k$ non-adjacent indistinct items in $n$ positions.

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📌 Reconsider: maybe 40% of 75 = 30 is exact, and 3/8 of 30 = 11.25 → but result should be integer
📌 So likely, the numbers are chosen to be exact

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