fórum o príkladoch
 korešpondenčný matematický seminár  


8. príklad 1. zimnej série 2012/2013

Nech $q$ je kladné racionálne číslo. Dieťaťom čísla $q$ nazvime čísla $q+1$ a $\frac{q}{q+1}$. Potomkami čísla $q$ nazvime deti $q$ a deti všetkých potomkov $q$. Ondro napísal na tabuľu všetkých potomkov čísla $1$. Dokážte, že každé kladné racionálne číslo sa nachádza na tabuli práve raz.

MN4gfbjO94k <vcxlvswj19~yahoo~com> - 26. 12. 2015 - 14:54:49 z
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