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Question
Difficulty Level:

Easy

MCQ

Solve the equation dydx=sin(x)ey\frac{d y}{d x}=\frac{\sin (x)}{e^{y}}

Select all that apply :

y=ln(−cos(x)+c)y=\ln (-\cos (x)+c)

y=ln(−cos(x))+cy=\ln (-\cos (x))+c

y=cos(x)−sin(x)ey+cy=\frac{\cos (x)-\sin (x)}{e^{y}}+c

y=cos(x)−sin(x)+cexy=\frac{\cos (x)-\sin (x)+c}{e^{x}}

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