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How do you do this math problem: x/x^2-y^2 + y/x^2-y^2 answer options: A. 1/x-y B. 1/x+y C. -1/x+y D. 1/y-x
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Do you know \[\frac{ a }{ b } + \frac{ d }{ c } = \frac{ ac + db}{ bc }\]?
no Thank you again! So it's B??
No can you factor x^2 - y^2 ?
the result of the addition is x + y --------- x^2 - y^2 If we factor the denominator we can simplify
ok Its C
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I though when you simplify x^2-y^2 you get (x+y)(x-y)
I think you are guessing x^2 - y^2 is an example of the difference of 2 squares x^2 - y^2 = ( x + y)( x - y)
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