There is a mathematical formula that can be applied to the St. Ives problem, called the Geometric Progression Formula, which is a(r^n - 1)/(r-1), "a" being the first term, "r" being the common ratio, and "n" being the number of terms of the geometric series. The 7 wives would be "a". The following 7s would be the common ratio. "N" would be 4 (i.e. kittens, cats, sacks, and wives). This translates to 7(7^4 - 1)/(7-1) = 7(2401-1)/6 = 7(2400)/6 = 16800/6 = 2800. This is all assuming the narrator going to St. Ives. and the man with seven wives are excluded.
Scritto da il 05-03-2025 alle ore 08:21

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