What is the solution for y^{10}(dy)/(dx)=-9cos(pix) ?

The solution for y^{10}(dy)/(dx)=-9cos(pix) is y=\sqrt[11]{(-99sin(pix)+c_{1})/pi}

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y^{10}(dy)/(dx)=-9cos(pix)

y^{10} \frac{d y}{d x} = - 9 cos (π x)

Solution steps

y^{10} \frac{d y}{d x} = - 9 cos (π x)

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What is the solution for y^{10}(dy)/(dx)=-9cos(pix) ?
The solution for y^{10}(dy)/(dx)=-9cos(pix) is y=\sqrt[11]{(-99sin(pix)+c_{1})/pi}