Asked by robert
                find the total differential of the function.
f(x,y) = 5y/x-y
            
        f(x,y) = 5y/x-y
Answers
                    Answered by
            Steve
            
    df = ∂f/∂x dx + ∂f/∂y dy
f = 5y/(x-y)
df = -5y/(x-y)^2 dx + 5x/(x-y)^2 dy
= 5/(x-y)^2 (x dy - y dx)
    
f = 5y/(x-y)
df = -5y/(x-y)^2 dx + 5x/(x-y)^2 dy
= 5/(x-y)^2 (x dy - y dx)
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