The figure depicts the displacement of an oscillator x[m], as a function of time t[s]21-1-2-300.511.5Mass of the oscillator is 1.1 kg.What is the oscillator's amplitude (with more than 2 significant digits)?A = 30*10^-1 m2Your last answer was interpreted as follows: 30-10-¹What is the oscillator's angular velocity (with more than 2 significant digits)?w = 9.4*10^0 rad2.533.54Your last answer was interpreted as follows: 9.4. 10⁰Write the equation for oscillator's position in the following format: x = A sin (wt + 6)? Insert the answer as follows: x = (A)*sin((omega)*t + (phi)),where (A), (omega). (phi) are replaced with numerical values of amplitude, angular velocity and smallest positive phase angle rounded to onedecimal after the decimal separator. Write the equation for oscillator's position in the following format: x = Asin (wt + p)? Insert the answer as follows: x = (A)*sin((omega)*t + (phi)),where (A), (omega). (phi) are replaced with numerical values of amplitude, angular velocity and smallest positive phase angle rounded to onedecimal after the decimal separator.x=(3)*sin((9.4)*t + ())Your last answer was interpreted as follows: x=(3) * sin((9.4)*t + ())This answer is invalid.The expression () is forbidden.Kinetic energy at time 1.625 (with more than 2 significant digits)?Ek =Oscillator's total energy (with more than 2 significant digits)?Etot =

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