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If a diamond miner had 24 jewels, and three daughters, help him to dvide the jewels in a way that all three daughters get the same worth and jewel type. THe catch is that, the worth of all the jewels together is 720$. Also, the jewels are of 3 prices. Now help him......

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There are way too many solutions to this.

Each daughter gets 8 Jewls worth 240$, let's say 1 from type A which is worth 1$, one from type b which is worth 5$, amd 6 of type C which by calculation should worth 39$...

There are probably more than 20 more possible combos...

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