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15 + |-3| - 4
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@pillspotion Nothing will change until you learn how the absolute value works.
I forget how this works..
15 + | -3 | - 4 --- absolute values are positive 15 + 3 - 4 now you do the math
You got 2 equations, right?
The absolute value removes the negative sign if there is one, otherwise it does nothing.
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15 - 3 - 4 and 15 + 3 - 4 ? You solve them both?
Oh..so that's all it does?
@iGreen You only do that for something like: \[ |x-3|=5 \]
Oh..
I don't know how to solve that either..
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Forgot about the absolute value things..
You solve \[ x-3=5\quad\text{and}\quad -(x-3)=5 \]
@igreen 14
That's correct, @pillspotion
Thanks @wio
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So in that case x = 8 and x = -2? @wio
thanks @iGreen
Awesome, thanks.
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