The smallest value of x satisfying the inequality `""^(10)C_(x-1)gt2.""^(10)C_(x)` is.

The smallest value of x satisfying the inequality ""^(10)C_(x-1)gt 2""^(10)C_x is :

The least positive integral value of x which satisfies the inequality ""^(10)C_(x-1)gt2.""^(10)C_(x) is

The least possible is integral value of x satisfying the inequality .^10C_(x-1)gt2.^10C_x is (A) 8 (B) 9 (C) 10 (D) 11

The least possible is integral value of x satisfying the inequality .^10C_(x-1)gt2.^10C_x is (A) 8 (B) 9 (C) 10 (D) 11

The number of solutions of the inequation ""^(10)C_(x-1)gt3.""^(10)C_(x) is

The number of solutions of the inequation ""^(10)C_(x-1)gt3.""^(10)C_(x) is

Absolute value of the difference between the greatest and smallest integral value of x ,satisfying the inequality ((log_(10)x-1))/((e^(x)-3))<=0 ,is equal to

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