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If $\cot^{- 1} \frac{n}{π} > \frac{π}{6},$ $n \in N$ then the maximum value of ‘n’ is

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Correct option is C

cot−1nπ>π6 ⇒nπ

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If cot−1nπ>π6,n∈Nthen the maximum value of ‘n’ is

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If $\cot^{- 1} \frac{n}{π} > \frac{π}{6},$ $n \in N$ then the maximum value of ‘n’ is