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-(x^2+2)/-(x^2+4) is less than 0 solve the rational inequality and graph on a real number line
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\[-\frac{ x^2+2 }{ x^2+4 }<0\]
erm, i dont think so there is a solution to this...
well I know you have to factor the top and bottom but what would it factor out to?
erm did you post anything wrong?
because x^2-4 is able to be factored
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if you look at the actual equation that I commented that's right
oh ok
so how do you factor the top and the bottom?
there is no way because its addition.
unless you use unreal #s
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w8
its the whole # line because no matter what x equals to its always smaller than 0
no it doesn't exist sorry bout that.
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