Find the particular solution of the differential equation: $\left(y^{2} \sin x-x-y^{3}\right) d x+\left(2 y \cos x-3 x y^{2}\right) d y=0$ at $y(0)=1$.

Name: Find the particular solution of the differential equation: $\left(y^{2} \sin x-x-y^{3}\right) d x+\left(2 y \cos x-3 x y^{2}\right) d y=0$ at $y(0)=1$.
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The Answer of Find the particular solution of the differential equation: $\left(y^{2} \sin x-x-y^{3}\right) d x+\left(2 y \cos x-3 x y^{2}\right) d y=0$ at $y(0)=1$.

Find the Particular Solution of the Differential Equation (y2sin⁡x−x−y3)dx+(2ycos⁡x−3xy2)dy=0\left(y^{2} \sin x-x-y^{3}\right) d x+\left(2 y \cos x-3 x y^{2}\right) d y=0(y2sinx−x−y3)dx+(2ycosx−3xy2)dy=0

Find the Particular Solution of the Differential Equation $\left(y^{2} \sin x-x-y^{3}\right) d x+\left(2 y \cos x-3 x y^{2}\right) d y=0$