How can the general form of this integral be determined?

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Say you have an arbitrary function f(x,y) and you have the partial derivative fx

How would you go about finding the general form of this integral?

\int f^{5}(f_{x}+2f_{y})

I wanted to treat fx+fy = df, but the constant 2 really messes that up.
 
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with respect to which variable are you integrating? x,y?
 
Yes... as the integral is written, I'm not sure it means much.
 
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