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Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the Fx= DE is yes it is Exact 4x-y 4x-y 4x-y DE is

Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the Fx= DE is yes it is Exact 4x-y 4x-y 4x-y DE is 4x-y Hence F(x,y) = and g'(v) = therfore the General solution of the

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