Let \( A \) be a set of \( n(\geq 3) \) distinct elements. The number of triplets \( (x, y, z) \...

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Triplet (x y z) is chosen from the set (1,2,3,4,…….,n), such that x less than equal to y less .... Triplet (x y z) is chosen from the set (1,2,3,4,…….,n), such that x less than equal to y less ....
The number of triplets (x,yz) where x y z are distinct non negative integers satisfy x+y+z=15 is The number of triplets (x,yz) where x y z are distinct non negative integers satisfy x+y+z=15 is
Three numbers x, y, z are selected from the set of the first | UPSC CSAT 2024 | AVISHEK SINHA | Three numbers x, y, z are selected from the set of the first | UPSC CSAT 2024 | AVISHEK SINHA |
Example 4 Arranging 3 x Example 4 Arranging 3 x's, 3 y's and 3 z's