36 identical balls are randomly distributed in 8 different boxes in such a manner that no box is empty - Maths - Probability

Question

36 identical balls are randomly distributed in 8 different boxes in such a manner that no box is empty & no two boxes have same number of balls. If B_i denotes no. of balls in i th box find the probability that B₁ < B₃ < B₅ < B₇ & B₂ > B₄ > B₆ > B₈.

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Subham Kumar Singh · Accepted Answer

Dear Student ,
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36 identical balls are randomly distributed in 8 different boxes in such a manner that no box is empty & no two boxes have same number of balls. If Bi denotes no. of balls in i th box find the probability that B1 < B3 < B5 < B7 & B2 > B4 > B6 > B8 .

36 identical balls are randomly distributed in 8 different boxes in such a manner that no box is empty & no two boxes have same number of balls. If B_i denotes no. of balls in i th box find the probability that B₁ < B₃ < B₅ < B₇ & B₂ > B₄ > B₆ > B₈.