" If "cot^(-1)((n^(2)-10n+21.6)/(pi))>(pi)/(6),n in N," then find the minimum value of "n

If cot^(-1)((n^(2)-10n+21.6)/(pi))gt(pi)/6, n in N then n can be

If cot^(-1)(n/(pi))lt(pi)/(6),ninN then find the minimum value of n

If cot^(-1)((n^(2)-10n+21.6)/pi) gt pi/6, n in N , then n can be

If cot^(-1)(n)/(pi)lt(pi)/(6),ninN then find the maximum value of n

If cot^(-1)((n)/(pi))>(pi)/(6),n in N, then the maximum value of n is :

If cot^(-1)(n/(pi))>(pi)/6, n in N , then the maximum value of n is :

If cot^(-1)(n/(pi))>(pi)/6, n in N , then the maximum value of n is :

If cot^(-1)(n/(pi))>(pi)/6, n in N , then the maximum value of n is :

If cot^(-1)(n/(pi))>(pi)/6, n in N , then the maximum value of n is :

If cot^(-1)((n^(2)-10n+21.6)/(pi))>(pi)/(6), where xy<0 then the possible values of z is (are) 3 (b) 2 (c) 4(d)8