CalculusHardDifferential Equations ShareDifferential Equations · Hard problemSolve the IVP dydx=cosxy\dfrac{dy}{dx}=\dfrac{\cos x}{y}dxdy=ycosx, y(0)=2y(0)=2y(0)=2 (take y>0y>0y>0).Ay=2sinx+5y=\sqrt{2\sin x+5}y=2sinx+5By=2sinx+3y=\sqrt{2\sin x+3}y=2sinx+3Cy=2sinx+4y=\sqrt{2\sin x+4}y=2sinx+4Dy=4sinx+4y=\sqrt{4\sin x+4}y=4sinx+4Check Show answer Walk through it step by step Practice more like this Review this concept