$$ \ {y}'' + \sin\ {y '} = 0 $$
Order is 2
While degree is not defined.
Is this a differential equation ?
If yes , then why is the degree not defined ?
If no , then why is the order defined if it is not a differential equation ?
2026-04-02 00:18:51.1775089131
Is $ \ {y}'' + \sin\ {y '} = 0 $ Differential Equation?
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It is a Ordinary Differential Equation, Second-Order, Non-linear, and the basis of my answer is coming of the First course in Differential Equations by Dennis Zill.