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Have I said how much you people on this board rock lately?
You all kick some major @$$.

Thank you all for the help.
One last attempt to clarify.
Please do not think I'm an idiot.
I have an exam and want to make sure all concepts are know front and back.

x^2 < 4

{x|-2<x<2}
...

yes, I understand that, but when you have an inequality like the one I was working, does it follow the muliplication/division rule when working with negatives? Do we always switch the > or < upon...

note the change of the greater than and less than symbol on the
x<2 and x>-2
is that change of symbol accurate as well?

I'm going to attempt to ask an educated algebra question. Please forgive a bad translation.

Inequalities and Powers/Roots.
Legend:
() <-Power
[] <-Square Root

Solve:
the square of x is...