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Solve for x: -3|x + 7| = -12 Select one: a. x = , x = − b. x = −3, x = −11 c. x = −3, x = 11 d. No solution
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What should first step be ?
divide -3 by both sides?
so i would get lx+7l=4 right?
Yes ! And after that ?
this is were i get confused what do i do to get the next step?
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When you have : \[|a|=b\] where b is a positive number, then you can say : \[a= b ~~~\text{ou}~~ a=-b\]
so x=-3 and x=11?
You have : \[|x+7|=4\] So : \[x+7=4~~~~ou~~~~x+7=-4\] Is it right ? If so go ahead and get the solution ! :)
im bloody confused!
I give you a simple one : Find x if : |x|=3 Show me your attempt
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