Fd the function fxy whose differential is df xy-1 dx
Find the function f(x,y) whose differential is df = (x+y)-1 dx + (x+y)-1 dy and which has the value f (1,1)=0. Do this by performing a line integral on a rectangular path from (1,1) to (x1,y1) where x1>0 and y1>0.
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