`|n-1|lt4`
How many integer n satisfy the inequality above?

How many integer values of x satisfy the inequality (32)/(243) lt ((2)/(3))^(x^(2)) lt (9)/(4) ((8)/(27))^(x)

How many integer values of x satisfy the inequality (32)/(243) lt ((2)/(3))^(x^(2)) lt (9)/(4) ((8)/(27))^(x)

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

Find the number of positive integers satisfying the inequality x^(2) -10x+16lt 0.

Find the number of positive integers satisfying the inequality x^(2) -10x+16lt 0.

Find the number of positive integers satisfying the inequality x^(2) -10x+16lt 0.

How many integer value of x satisfy 5 + 2 |2x -3| lt 19 ?

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 C(n+1,n-2)-C(n+1,n-1)<=100 is

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