The number of positive integers satisfying the inequality `C(n+1,n-2)-C(n+1,n-1)<=100` is

The number of positive integers satisfying the inequality .^(n+1)C(n-2)-.^(n+1)C(n-1)<=100 is

The number of positive integers satisfying the inequality .^(n+1)C_(n-2) - .^(n + 1)C_(n - 1) le 100 is

The number of positive integers satisfying the inequality ""^(n+1)C_(n-2)-""^(n+1)C_(n-1) le50 is :

The number of positive integers satisfying the inequality : ""^(n+1)C_(n-2)-""^(n+1)C_(n-1)le100 is :

The number of positive integers satisfying the inequality ""^(n+1)C_(3) - ""^(n-1) C_(2) le 100 is

The number of positive intergers satisfying the in-equality ""^(n+1)C_(n-2)-""^(n+1)C_(n-1)le100 , is

The number of positive intergers satisfying the in-equality ""^(n+1)C_(n-2)-""^(n+1)C_(n-1)le100 , is

The least positive integer value of n satisfying the inequality C(10,n-1)>2C(10,n) is

The least positive intergral value of n which satisfies the inequality ""^(n-1) C_(3) + ^(n-1) C_(4) gt ^(n) C_(3) is

The number of positive integer pairs (m,n) where n is odd,that satisfy (1)/(m)+(4)/(n)=(1)/(12) is