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prove nc0 +nc3 +nc6+ +nc3k ≤ (2^n+2)÷3 nco =1 n is a positive integer and k is the largest integer for which 3k≤n

prove nc0 +nc3 +nc6+    +nc3k ≤ (2^n+2)÷3     nco =1   


n is a positive integer and k is the largest integer for which 3k≤n

Grade:12

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