A microdevice component 5 g in mass is attached toa fine strip made of silicon and the equivalent spring constant of the strip is 18,240 N/m. Both mass and strip are made of silicon. The mass is pulled down by 5 mm initially and is released at rest. Determine the natural frequency of the simulated mass-spring system and the maximum amplitude of vibration. Determine the time required to break the strip spring when a force F(t)= 5 cos (1910 t) N is applied to the mass at time t>0. Assume the strip breaks at a deflection of 1 mm. The vibration of the strip mass system begins when the system is at rest.