\( \int e^{\tan x}(\sin x-\sec x) d x \), is equal to (A) \( e^{\tan x} \cdot \cos x+C \) (B) \(...
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0\( \int e^{\tan x}(\sin x-\sec x) d x \), is equal to
(A) \( e^{\tan x} \cdot \cos x+C \)
(B) \( e^{\tan x} \cdot \sin x+C \)
(C) \( -e^{\tan x} \cdot \cos x+C \)
(D) \( e^{\tan x} \cdot \sec x+C \)
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