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Solution of the differential equation $\cos x\; dy = y (\sin x - y) dx, \; 0 < x < \frac{\pi}{2}$ is

( A ) $\tan x = (\sec x + c) y$
( B ) $ y \tan x = \sec x + c$
( C ) $\sec x = (\tan x + c)y$
( D ) $ y \sec x = \tan x + c$

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