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If the curve y=y(x) satisfies the differential equation y−xdydx=a(y2+dydx) and always passes through a fixed point (1,1), then the total number of possible values of a is (Assume the constant of integration to be zero)

Answer» If the curve y=y(x) satisfies the differential equation yxdydx=a(y2+dydx) and always passes through a fixed point (1,1), then the total number of possible values of a is
(Assume the constant of integration to be zero)


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