Can we have distinct pairs of integers, say (n,r) and (N,R) such that number of combinations for each pair ( first integer is higher) has the same numerical value ? C(n,r) = C(N,R)
2026-04-22 07:40:45.1776843645
Multiple solutions for same number of combinations
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An example: $C(4 , 2)=C(6,1)$.