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I'll fan & medal!! Find the sum.
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\[\frac{ 5 }{ xy } + \frac{ x ^{2} }{ y ^{2}}\]
you can only add fractions if they have the same bottom denominators, so need to do something , mulitply by the common denominator first...
the common denominator is xy^2
\[[\frac{ 5 }{ xy }+\frac{ x^2 }{ y^2 }]*\frac{ xy^3 }{ xy^3 }\]
5x^2 is the numerator?
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|dw:1437497964405:dw|
The common denominator is the product of the two, then multiply by that over itself, the same as multiplying by 1...
i dont gt it
\[[\frac{ 5 }{ xy }+\frac{ x^2 }{ y^2 }]*\frac{ xy^3 }{ xy^3 } = \frac{ 5y^2 }{ xy^3 }+\frac{ x^3 y}{ xy^3 } =\]
now you can add them since they are both over xy^3
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