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Evaluate P(3,0)
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that is just a point, what is the question
The question
The answers are there A. 0 B.1 C.6 Please help!
How many possible permutations are there of \(n\) objects, when \(k\) are selected? \[P(n,k) = {}^nP_k = \frac{n!}{(n-k)!}\]
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NB: there is only one way to, not select any of the objects
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