How do you simplify (x/x^2-y^2)+(y/x^2-y^2) ?
i think you add like terms.
\[x/x ^{2} - y ^{2} + y/x ^{2} - y ^{2}\]\[x/x ^{2} + y/x ^{2}- y ^{2} - y ^{2}\]\[(x+y)/x ^{2} -2y ^{2}\]
@rachaellla is correct, in this case you have the same denominator (x^2-y^), so you simply add the numerator and the result should be like @stargirlzilin has done above
@stargirlzilin That's what I did/got, but it isn't one of the choices
@stargirlzilin is that 2 in your answers denominator supposed to be there?
WAIT OH I typed the question wrong it's - not +
@snowflakepixie remember the denominator is a difference of two squares: ie \[x ^{2}-y ^{2} = (x+y)(x-y)\], now can you simplify further?
GAH I'M CONFUSING MYSELF SO MUCH
\[(x+y) / (x ^{2}- y ^{2}) = (x+y) / (x+y)(x-y) = 1/(x-y)\]
Alright alright one minute... it's |dw:1343858202863:dw|
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