- #1
Thoughful
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I want to now the answer of this question and I think it relates to mathematical induction. The question is:
-Suppose is a natural number. In how many ways can we place numbers around a circle such that each number is a divisor of the sum of it's two adjacent numbers?
Who can answer this question?
-Suppose is a natural number. In how many ways can we place numbers around a circle such that each number is a divisor of the sum of it's two adjacent numbers?
Who can answer this question?