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x²+x-2>0 factor
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x²+x-2x-2 >0 x(x+1)-2(x+1) >0 (x-2)(x+1) >0
That is correct (:
|dw:1348631471590:dw|
what do i do from here on tho :S
Now all you do is set it up to x-2>0 and x+1>0 if I am not wrong so x>2 or x>-1.
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yes but how do you come up with that ?
Hmm\[x^2+x-2>0 \rightarrow x^2+2x-x-2>0\] I think the sign on your 2x is wrong maybe :O might wanna check that.
@zepdrix i think it's right both ways
\[x^2+x-2x-2 = x^2-x-2\] which is not quite what you started with <:o
|dw:1348631633011:dw| Hmm I've never had one of these o:
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