algeBRA
posted by HELP ME...uRGENT! .
How many integer values x satisfy the inequality 2<3x−1/6<5 ?

2<3x−1/6<5
add 1/6
2+1/6 < 3x < 5+1/6
13/6 < 3x < 31/6
divide by 3
13/18 < x < 31/18
.7222 < x < 1.722
the only integer between .722 and 1.722 is the integer 1
So there is only one integer satisfying the inequality. 
Wrong answer
Respond to this Question
Similar Questions

maths
I've put what i think are the answers at the bottom. Consider the inequality −2 ¡Ü d < 4 Select the two lists of integer values of d in which all the values satisfy the inequality. Select one or more: … 
maths
I've put what i think are the answers at the bottom. Consider the inequality −2< d < 4  (the first symbol is meant to be less than or equal to) Select the two lists of integer values of d in which all … 
Geometry
How many different integer values of n satisfy the inequality 1/13 < 2/n < 1/10? 
Mathematics
If n is an integer, how many different values of n satisfy the inequality 4 ≤ 3n ≤ 87? 
algebra!!
How many integer values of x are there such that x−3+5<16? 
maths
What is the sum of all integer values of n such that 3n+15/(n−1)(n−5) is also an integer 
Maths
How many integer values x satisfy the inequality 2<3x−1/6<5? 
maths
f(x) is a polynomial with integer coefficients and degree at most 10. There are N distinct integer values for which f(n)=2, and M distinct integer values for which f(m)=−2. What is the maximum possible value of NM? 
Algebra
What is the sum of all possible integer values of x such that (x^2−35x+305)^(x^2−42x+416)=1? 
plllllls heeeeeeelp math
Let f(x)=3^(171x−3)−3^(114x+2)+3^(57x+3)−1. Let S be the sum of all real values of x that satisfy f(x)=0. What is the value of 1/S?