What is the solution of...
Do you know how to separate it into two inequalities since there is an absolute value on the second term?
@whatisthequestion no not really
Okay do you understand what the absolute value does?
@kevincourtes please respond
absolute value takes the positive and the negative sign. for example \[\left| x \right|<2 \rightarrow -2<x<2\]
@whatisthequestion yes i understand
in your case, \[-18\le3x-3\le18\]
@Lynncake okay so you solve for x now?
I have a small issue withe my dog right now .... so I am going to sign off and let her take over now
add 3, −18≤3x−3≤18 |_________|______| -18+3≤3x-3+3≤18+3
@Lynncake ohh okay
you got it @kevincourtes ?
@Lynncake i got -5 x 7
@Lynncake the last answer
yep, that's right :) never give up :D
@Lynncake what about something like this?
simplify by dividing 4 and 6
@Lynncake you get -5 for the first and 8 for the second
x>-5 and x<8 right? which is x is greater than -5 and x is less than 8 to combine this, you get -5<x<8 which is the same thing as "x is greater than -5 and x is less than 8"
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