The number of ways in which five identical ba | vedclass

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Question

(c) Out of $10$ boxes we have to choose only $5$ boxes because the balls are identical and the boxes are also identical (but they can occupy different

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$\frac{{10\,!}}{{{{(5\,!)}^2}}}$

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(c) Out of $10$ boxes we have to choose only $5$ boxes because the balls are identical and the boxes are also identical (but they can occupy different places), the required number of ways ${ = ^{10}}{C_5} = \frac{{10\;!}}{{{{(5\;!)}^2}}}$.

The number of ways in which five identical balls can be distributed among ten identical boxes such that no box contains more than one ball, is

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