Number of ways to arrange 0 marbles?












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A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?




Is the answer is $1$ if $n = 0?$










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  • 1




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    Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
    $endgroup$
    – fleablood
    Dec 10 '18 at 0:33


















0












$begingroup$



A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?




Is the answer is $1$ if $n = 0?$










share|cite|improve this question









$endgroup$








  • 1




    $begingroup$
    Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
    $endgroup$
    – fleablood
    Dec 10 '18 at 0:33
















0












0








0





$begingroup$



A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?




Is the answer is $1$ if $n = 0?$










share|cite|improve this question









$endgroup$





A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?




Is the answer is $1$ if $n = 0?$







permutations






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asked Dec 10 '18 at 0:26









Mohamed MagdyMohamed Magdy

19417




19417








  • 1




    $begingroup$
    Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
    $endgroup$
    – fleablood
    Dec 10 '18 at 0:33
















  • 1




    $begingroup$
    Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
    $endgroup$
    – fleablood
    Dec 10 '18 at 0:33










1




1




$begingroup$
Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
$endgroup$
– fleablood
Dec 10 '18 at 0:33






$begingroup$
Th number of ways to arrange 0 marbles is $1$. Yes. However I have absolutely no idea what "A game has to be made from marbles of n colors, where n marbles has to be kept one upon another" is supposed to mean. That sentence does not make any sense to me.
$endgroup$
– fleablood
Dec 10 '18 at 0:33












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Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.






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    $begingroup$

    Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.






    share|cite|improve this answer









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      1












      $begingroup$

      Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.






      share|cite|improve this answer









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        $begingroup$

        Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.






        share|cite|improve this answer









        $endgroup$



        Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.







        share|cite|improve this answer












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        answered Dec 10 '18 at 0:28









        Ross MillikanRoss Millikan

        296k23198371




        296k23198371






























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