EC > GATE 2018 > Differential Equations
A curve passes through the point (x=1,y=0) and satisfies the differential equation dy/dx=(x2+y2)/2y+y/x. The equation that describes the curve is
A
In(1+y2/x2)=x-1
B
1/2ln(1+y2/x2)=x-1
C
ln(1+y/x)=x-1
D
1/2ln(1+y/x)=x-1

Correct : a

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