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 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 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 .

When an oscillator completes 50 oscillations its amplitude reduced to half of initial value (A_0) . The amplitude of oscillation, when it completes 150 oscillations is