Find the particular solution of the differential equation
given that
when x = 1.
We have, 
⇒
Integrating both sides, we get
⇒
⇒ -cosy +y.siny+cosy = 
⇒y.siny = 
⇒y.siny = 
Hence, General solution is
Putting 
in general solution, we get
⇒
Thus, the required particular solution is 
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