Solve inequality. |3n-2|-2<1
Mathematics · College · Tue Nov 03 2020
Answered on
Given the inequality:
|3n -2| -2 < 1
Solution:
In order to solve the inequality, we must take note of the absolute value sign denoted by | |, this means that any number inside the absolute value sign will result to a positive number. Hence negative number will become positive.
|3n -2| -2 < 1
3n +2 -2 < 1
3n < 1
Divide 3 on both sides of the equation in order to get the value of n.
3n/3 < ⅓
n < ⅓
Final answer:
n < ⅓