The total number of ways in which \( n^{2} \) number of identical balls can be put in \( n \) nu... VIDEO
The total number of ways in which \( n^{2} \) number of identical balls can be put in \( n \) numbered boxes \( (1,2,3, \ldots, n) \) such that \( i^{\text {th }} \) box contains at least \( i \) number of balls is
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