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Q.

The solution of exy2−1yxy2dy+y3dx+{ydx−xdy}=0 is

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a

exy+exy+c=0

b

exy−exy+c=0

c

exy+eyx+c=0

d

exy−eyx+c=0

answer is A.

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Detailed Solution

exy2−1yy2(xdy+ydx)+(ydx−xdy)=0exyy2(xdy+ydx)+exy(ydx−xdy)=0exy(xdy+ydx)+exydxy=0⇒exy+exy+c=0
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