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Solve the Differential Equation dydx=3cosxsecy\frac { d y } { d x } = 3 \cos x \sec y

Question 45

Multiple Choice

Solve the differential equation.
- dydx=3cosxsecy\frac { d y } { d x } = 3 \cos x \sec y


A) y=3sinx+Cy = 3 \sin x + C
B) y=sin1(3cosx+C) y = \sin ^ { - 1 } ( 3 \cos x + C )
C) y=sin(3sinx+C) y = \sin ( 3 \sin x + C )
D) y=sin1(3sinx+C) y = \sin ^ { - 1 } ( 3 \sin x + C )

Correct Answer:

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