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The equation M dx + N dy = 0 is exact differential equation if​

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A DIFFERENTIAL equation MDX + Ndy = 0 where M and N are function of X and y is said to be exact if there is a function of x and y such that Mdx+Ndy = du, i.e., if Mdx+Ndy BECOMES a perfect differential . Illustration 1. if the partial derivatives of M and N are continuous.



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