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Questions  

 If the differential equation of a damped oscillator is \large m\frac{{{d^2}x}}{{d{t^2}}} + b\frac{{dx}}{{dt}} + kx\, = \,0 then its amplitude A0 vary with time ‘t’ as A0(t)  =

a
b
c
d

detailed solution

Correct option is D

Displacement equation for damping motion is   Anptitude

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The amplitude of a forced oscillator as a function of angular frequency of the driving force as shown in figure. The amplitude is greatest if

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\large {\omega _d}\, = angular frequency of driving force


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