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Let A be a set of n (3) distinct elements. The number of triplets (x, y, z) of the A elements in which at least two coordinates is equal to 

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a
nP3
b
n3−nP3
c
3n2−2n
d
3n2(n−1)

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detailed solution

Correct option is B

Total number of triplets without restriction is n x n x n. The number of triplets with all different coordinates is  nP3. Therefore, the required number of triplets is ,n3−nP3


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