In dampled oscillations, the amplitude of oscillation is reduced to one-third of its initial value of `9cm` at the end of `100` oscillations. What will be its amplitude of oscillation in `cm` when it completes `200` oscillations.

In dampled oscillations, the amplitude of oscillatinos is reduced to one-fourth of its initial value 10cm at the end of 50 oscillations. What will be its amplitude when the oscillator completes 150 oscillations ?

In dampled oscillation , the amplitude of oscillation is reduced to half of its initial value of 5 cm at the end of 25 osciallations. What will be its amplitude when the oscillator completes 50 oscillations ? Hint : A= A_(0) e^((-bt)/(2m)) , let T be the time period of oxcillation Case -I : (A_(0))/(2) = A_(0)e^(-bx(25T)/(2m)) or (1)/(2)= e^(-25(bT)/(2m)) ......(i) Case -II A=A_(0)e^(-bxx50(T)/(2m)) A _(0)(e^(-25(bT)/(2m)))^(2) Use euation (i) to find a .

In dampled oscillation , the amplitude of oscillation is reduced to half of its initial value of 5 cm at the end of 25 osciallations. What will be its amplitude when the oscillator completes 50 oscillations ? Hint : A= A_(0) e^((-bt)/(2m)) , let T be the time period of oxcillation Case -I : (A_(0))/(2) = A_(0)e^(-bx(25T)/(2m)) or (1)/(2)= e^(-25(bT)/(2m)) ......(i) Case -II A=A_(0)e^(-bxx50(T)/(2m)) A _(0)(e^(-25(bT)/(2m)))^(2) Use euation (i) to find a .

In damped oscillations, the amplitude of oscillation is reduced to one - third of its initial value a_(0) at the end of 100 oscillations. When the oscillator completes 200 oscillations, the amplitude must be

In damped oscillations, the amplitude is reduced to one-third of its initial value a_(0) at the end of 100 oscillations. When the oscillator completes 200 oscillations ,its amplitude must be

In damped oscillations, the amplitude is reduced to one-third of its initial value a_(0) at the end of 100 oscillations. When the oscillator completes 200 oscillations ,its amplitude must be