Recent content by holyGrill

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    Distribution (combinations) problem

    looks awesome gsal, i will find out the answer soon and let you know! many many thanks, this defo makes sense to me ...
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    Distribution (combinations) problem

    hey gsal yes it would be 10! ( = 3,628,800 ) combinations, only, the order of bikes at any shop doesn't matter (in my prev post, which I must have sneaked in just before yours!) so this reduces it down again ... I'm not exactly sure how to tackle this one though ?!
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    Distribution (combinations) problem

    Hi yes the numbers bikes and shops are distinguishable sorry forgot to mention that. So there are quite a few combinations. The order of bikes at a particular shop doesn't matter though: So : a1={b1, b2} a2={b3 - b6}, a3={b7 - b10} is equavalent to ( only order of b1 and b2 switched)...
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    Distribution (combinations) problem

    Hello, I have a small problem/puzzle to solve which goes as follows: (I have already calculated it, however I am not sure I followed the right reasoning as mathematics is not my strong point and after building a Java app to brute force it, it crashed on out-of-memory error)...
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