In FEM, the forced vibrations equation after Finite Element discretization of a structure can be expressed as which option?

In FEM, the forced vibrations equation after Finite Element discretization of a structure can be expressed as which option? Correct Answer Mẍ+Kx=F

The forced vibrations equation after Finite Element discretization of a structure can be expressed as Mẍ+Kx=F where M and K are the mass and stiffness matrices of the structure, F is the external load vector; x and ẍ are the displacement and acceleration vectors. In the forced vibration equation the force vector is non-zero.

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Statement: Resonance is a special case of forced vibration in which the nature and frequency of vibration of the body are the same as the impressed frequency and the amplitude of forced vibration, is maximum. Reason: The amplitude of forced vibrations of a body increases with an increase in the frequency of the externally impressed periodic force.