The value of $\int e^{\sin x} \sin 2x \, dx$ is
$2e^{\sin x} (\cos x - 1) + C$
$2e^{\sin x} (\sin x - 1) + C$
$2e^{\sin x} (\sin x + 1) + C$
$2e^{\sin x} (\cos x + 1) + C$
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