GATE (TF) Textile 2008 Question Paper Solution | GATE/2008/TF/27

Question 27 (Textile Engineering & Fibre Science)

The particular solution of the differential equation $y"+k^2y=\alpha\sin \omega t$ where $k\neq \omega$ , is given by

(A)	$\frac{\alpha \sin \omega t}{k^2-\omega^2}$
(B)	$\frac{\alpha \sin \omega t}{k^2+\omega^2}$
(C)	$\frac{\alpha \cos \omega t}{k^2-\omega^2}$
(D)	$\frac{\alpha \cos \omega t}{k^2+\omega^2}$

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