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A 200 g undamped oscillator placed in a vacuum is observed to have a frequency of 2 Hz. This is the same system as in Question 1 with the same initial conditions. Air is admitted to this system and the oscillation decreases to 60% of its initial amplitude in 50 s. For this system, determine the: Damping coefficient γ. Angular frequency. Quality factor and the type of damped system. Period. Displacement equation x(t) in the form x(t)=A cos〖(ωt+ϕ)〗. Displacement at t=50 s. Velocity at t=50 s. Acceleration at t=50 s. Potential energy at t=50 s. Kinetic energy at t=50 s. Restoring force at t=50 s. Resistive force at t=50 s.
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