# Problem involving Differential Equations

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A mass 5kg is attached to a spring suspended from the ceiling. When the mass comes to rest at equilibrium, the spring has been stretched 2m. The mass...

Determine the motion of the mass. Decribe its motion in as much detail as possible.

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The vibration frequency of unforced spring-mass-damper systems depends on their mass, stiffness, and damping values. The ensuing time-behaviour of such systems also depends on their initial velocities and displacements. Real vibration systems have a source of energy dissipation and it is convenient to represent this ...

#### Solution Summary

The motion of the mass is determined for a suspended spring. The motion is described.

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