solve the differential equation ; dy/dx=sinx .siny
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Answer:
cosx
tan
2
y
=c
dy−sinxsinydx=0
⟹ dy=sinxsinydx
⟹cosec y dy=sinxdx
integating both side
⟹logtan
2
y
+logk=−cosx
⟹
c
tan
2
y
=e
−cosx
⟹e
cosx
tan
2
y
=c
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