Question 178687: -3 +4x<5x-10<-3-2x
Answer by HyperBrain(694)   (Show Source):
You can put this solution on YOUR website! -3 +4x<5x-10<-3-2x is the intersection of the solution sets of -3+4x<5x-10 and 5x-10<-3-2x
Let's solve -3+4x<5x-10
-3+4x<5x-10
4x<5x-7
0
7
x>7
Now, 5x-10<-3-2x
5x-10<-3-2x
5x+2x<-3+10
7x<7
x<1
The graphs of these two solution sets do not intersect. Therefore, there is no solution for your given compound inequality.
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