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A particle of mass m perform S.H.M on x-axis about x=0 with amplitude `A_0`. A damping force F=-bv is applied on the particle where v is velocity of particle of x-axis at any time t and b is constant. Amplitude of damped oscillation is `(b!=0)`.
A. |
`A_0` |
B. |
`A_0e^((bt)/(2m)` |
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C. |
`A_0e^(-b/(2m)t` |
D. |
`A_0e^(b/(2m)t` |
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