The solution of differential equation e^0 x cot y dy = dx is?
- siny = Cx
- cosy = Cx
- tany = Cx
- None of these
Explanation
x cot y dy = dx
cot y dy = dx/x
∫ cot y dy = ∫ dx/x
ln|sin y| = ln|x| + C
siny = Cx
Last verified on 05-06-2026
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