In how many ways can five distinct antiques be divided among two brothers, such that each gets atleast one antique piece?
25 – 2
2 × 23
4C1
5C2 + 5C3 + 5C4
92406
Let two brothers A and B
A gets 1 antique, B gets 4 antiques
A gets 2 antiques: B gets 3 antiques
A gets 3 : B gets 2
A gets 4: B gets 1
SO there are 4 different ways
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