How can I proceed to solve the following differential equation?
\begin{equation} \frac{dy}{dt} + a\cos(y) = u, \qquad y(0)=0 \end{equation}
Where $a$ and $u$ are positive constants. Any help will be appreciated.
How can I proceed to solve the following differential equation?
\begin{equation} \frac{dy}{dt} + a\cos(y) = u, \qquad y(0)=0 \end{equation}
Where $a$ and $u$ are positive constants. Any help will be appreciated.
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