Mark (√) against the correct answer in the following:
The solution of the DE +
Given
Let log y = t
On differentiating we get
log t = -log (sin x) + C
log t + log(sin x) = C
log(tsin x) = C
tsin x = C
(log y)(sin x) = C
Conclusion: Therefore, (log y)(sin x) = C is the solution of