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User Saeta
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1 Answer

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\begin{gathered} (19)/(5x^3y^2)-(1)/(5xy) \\ \\ (19(5xy)-5x^3y^2)/((5x^3y^2)\cdot(5xy)) \\ \\ (95xy-5x^3y^2)/(25x^4y^3) \\ \\ (5xy(19-x^2y))/(5xy(5x^3y^2)) \\ \\ (19-x^2y)/(5x^3y^2) \\ \\ \text{The simplification of }(19)/(5x^3y^2)-(1)/(5xy)\text{ is }(19-x^2y)/(5x^3y^2) \end{gathered}

User Henry Marshall
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