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The absolute value of the constant term in the solution of the differential equation y(2x4+y)dydx=(1−4xy2)x2, if the curve passes through the center of the circle x2+y2−6y=0, is |
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Answer» The absolute value of the constant term in the solution of the differential equation y(2x4+y)dydx=(1−4xy2)x2, if the curve passes through the center of the circle x2+y2−6y=0, is |
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