Q.

The general solution of the differential equation dydx=x2y2, is

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a

x3−y3=C

b

x3+y3=C

c

x2+y2=C

d

x2−y2=C

answer is A.

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Detailed Solution

We have, y2dy=x2dxIntegrating we get y33−x33=C⇒y3−x3=C1 where, C1=3C
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