Simplify question PLEASE HELP!! :)
I dont know what to do first :P
\[\frac{ x - y }{ y^2 + xy - 2x^2 }\]
i would try to factor out x-y from denominator y^2+xy -x^2 -x^2 = (y^2-x^2) + (xy -x^2) do u see a factor of x-y in both ??
actually ,the factor is y-x in both, right ?
i dont see it in the demominator lol im but slow
bit*
\(a^2-b^2 =(a-b)(a+b)\) now ?
yea i get that
then try to solve further...if u get stuck, i'll tell u next step...
should this be the next step? (y + x)(y - x)+ x(y - x)
exactly! good.. now factor out y-x from that...
would be (y - x)(y + 2x)
yes.!
so the answer is \[\frac{ 1 }{ y + 2x }\]
the numerator had x-y , not y-x u need to write x-y = -(y-x)
oh yea :P my bad \[\frac{ 1 }{ -y -2x }\]
hope this is right?
absolutely.
or -1/(y+2x)
ok thanks so much
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