Find the general solution of the differential equation$\large\frac{dy}{dx}$$+(\sec x)y=\tan x\bigg(0\leq x<\large\frac{\pi}{2}\bigg)$

Question

$\begin{array}{1 1}(A)\;y(\sec x +\tan x) = \sec x + \tan x - x + C \\(B)\;y(\sin x -\tan x) = \sec x + \tan x - x + C \\ (C)\;y(\sec x +\tan x) = \sec x - \tan x - x + C \\ (D)\;y(\sec x +\tan x) = \sec x + \sin x - x + C\end{array}$