solve the following inequality. 2/|x+3|<1 Topic: Math 1 Answer | Add Yours embizze | High School Teacher | (Level 1) Educator Emeritus Posted on April 17, 2012 at 4:00 PM (Answer #2) Solve `2/(|x+3|)<1` : `2<|x+3|` `x+3<-2` or `x+3>2` Thus `x<-5` or `x> -1` Thus the solutions are any x in (-oo,-5) and (-1,oo) Solutions are x<-5 or x>-1 We’ve answered 396,130 questions. We can answer yours, too. Ask a question

embizze | High School Teacher | (Level 1) Educator Emeritus Posted on April 17, 2012 at 4:00 PM (Answer #2) Solve `2/(|x+3|)<1` : `2<|x+3|` `x+3<-2` or `x+3>2` Thus `x<-5` or `x> -1` Thus the solutions are any x in (-oo,-5) and (-1,oo) Solutions are x<-5 or x>-1