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eura. Poznato je da svaki od njih ima pozitivan cijeli broj eura, da nitko od njih nema isti iznos, te da, kad god je jedan brat bogatiji od drugoga, bogatiji bratov iznos jest višekratnik iznosa siromašnijeg brata.
eura. Poznato je da svaki od njih ima pozitivan cijeli broj eura, da nitko od njih nema isti iznos, te da, kad god je jedan brat bogatiji od drugoga, bogatiji bratov iznos jest višekratnik iznosa siromašnijeg brata.Koliki je najmanji mogući broj eura koji je najbogatiji brat mogao imati?
Four brothers have altogether euros. It is known that the wealth of each of them is a positive integer, no two possess the same amount of euros, and whenever one brother is richer than another one, the wealth of the richer one is a multiple of the wealth of the poorer one. What is the smallest number of euros the richest brother could have had?
euros. It is known that the wealth of each of them is a positive integer, no two possess the same amount of euros, and whenever one brother is richer than another one, the wealth of the richer one is a multiple of the wealth of the poorer one. What is the smallest number of euros the richest brother could have had?