anonymous
  • anonymous
Absolute Value Question!
Mathematics
jamiebookeater
  • jamiebookeater
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jiteshmeghwal9
  • jiteshmeghwal9
@aceace post the question :)
anonymous
  • anonymous
Represent the solutions sets of the following equation on a number line...\[\left| x+3 \right| > 1\] and \[\left| 2x + 5 \right| < 3\]
jiteshmeghwal9
  • jiteshmeghwal9
|a| = -a if a<0 |a| = a if a>0 so solve (x+3)>1 & -(x+3)>1 (2x+5)<3 & -(2x+5)<3

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jiteshmeghwal9
  • jiteshmeghwal9
Do u gt it @aceace ??
anonymous
  • anonymous
yes but i got x>-2 , x<-4 and x<-1 , x>-4 but the answers are different
anonymous
  • anonymous
Could you do it step by step for me?
nubeer
  • nubeer
hmm.. so what are the answers? @aceace
anonymous
  • anonymous
they are -2
hartnn
  • hartnn
these are absolutely, what u got x>-2 , x<-4 and x<-1 , x>-4
hartnn
  • hartnn
now 'AND' means the common region between them what is common from x>-2 , x<-4 and x<-1 , x>-4 ?
hartnn
  • hartnn
x>-2 , x<-4 |dw:1352542195310:dw|
hartnn
  • hartnn
x<-1 , x>-4 |dw:1352542254504:dw| so whats the common region ?
hartnn
  • hartnn
|dw:1352542362156:dw|
hartnn
  • hartnn
-2
hartnn
  • hartnn
ask if there are still any doubts anywhere @aceace
anonymous
  • anonymous
i fully understand now... thanks
hartnn
  • hartnn
welcome ^_^

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