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Omni-MATH / For every positive integer n, let f(n), g(n) be the minimal positive integers such that 1+(1)/(1!)+(1)/(2!)+…+(1)/(n!)=(f(n))/(g(n)). Determine whether there exists a positive inte… · Discussion

Discussing For every positive integer n, let f(n), g(n) be the minimal positive integers such that 1+(1)/(1!)+(1)/(2!)+…+(1)/(n!)=(f(n))/(g(n)). Determine whether there exists a positive inte… · Omni-MATH

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