How do you solve and graph #v+8<3# or #-8v< -40#? Algebra Linear Inequalities and Absolute Value Compound Inequalities 1 Answer mason m Nov 23, 2016 #v<-5# or #v>5# Explanation: If #v+8<3#, then #v<-5# is one set of solutions to this system of inequalities. If #-8v<-40#, then #v>5# is another set of solutions to this system of inequalities. So if #v<-5# or #v>5#, our system is solved. Answer link Related questions How do you solve compound inequalities? What is an example of an inequality that uses "and" and what inequality uses "or"? How do you graph #-40 \le y < 60# on a number line? How do you solve for x in #3x-5 < x + 9 \le 5x + 13 #? How do you solve #9-2x \le 3 or 3x+10 \le 6-x#? How do you solve for b given #6+b<8 or b+6 \ge 6#? How do you graph #x ≥ 4# or #x > -4#? How do you solve the compound inequality #-20≤-6m-2≤58# and graph its solution? How do you graph #-53<9v+1<-26#? How do you graph this inequality: #15<x<30#? See all questions in Compound Inequalities Impact of this question 9450 views around the world You can reuse this answer Creative Commons License