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2x+3y=siny...

`2x+3y=siny`

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The solution of the differential equation (dy)/(dx)=(siny+x)/(sin2y-xcosy) is (a) sin^(2) y= xsiny+(x^(2))/(2)+C (b) sin^(2) y= xsiny-(x^(2))/(2)+C ( c ) sin^(2) y= x+siny+(x^(2))/(2)+C (d) sin^(2) y= x-siny+(x^(2))/(2)+C

The solution of the differential equation (dy)/(dx)=(siny+x)/(sin2y-xcosy) is (a) sin^(2) y= xsiny+(x^(2))/(2)+C (b) sin^(2) y= xsiny-(x^(2))/(2)+C ( c ) sin^(2) y= x+siny+(x^(2))/(2)+C (d) sin^(2) y= x-siny+(x^(2))/(2)+C

The solution of the differential equation (dy)/(dx)=(siny+x)/(sin2y-xcosy) is (a) sin^(2) y= xsiny+(x^(2))/(2)+C (b) sin^(2) y= xsiny-(x^(2))/(2)+C ( c ) sin^(2) y= x+siny+(x^(2))/(2)+C (d) sin^(2) y= x-siny+(x^(2))/(2)+C

Find dy/dx in the following : 2y+3x=siny

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Find dy/dx if y= x-siny