THE DIFFERENTIAL EQUATION GOVERNING THE VIBRATING SYSTEM IS

7. The differential equation governing the vibrating system is:

y x

k

m

C

(A) mx && + cx & + k x ( y ) = 0

(B) m x ( && y && ) + c x ( & y & ) + kx = 0

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(C) mx && + c x ( & y & ) + kx = 0

(D) m x ( && y && ) + c x ( & y & ) + k x ( y ) = 0